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TO THE CUSTOMERS I THINK THAT IS WHERE COMPANY CHARACTERISTICS

Prof. K.B Akhilesh

to the customers i think that is where company characteristics

tu ðʌ kʌstʌmɜ˞z aɪ θɪŋk ðæt ɪz wɛɹ kʌmpʌni kɛɹʌktɜ˞ɪstɪks

male

b24047bf03d6083a21b7145a6dba5b796803b9603ce3f265a6478aac

SO CORE COMPETENCY IS NOT ABOUT JUST A PRODUCT OR A SERVICE IT IS ABOUT HOW ORGANISATIONS

Dr. S. Vaidhyasubramaniam

so core competency is not about just a product or a service it is about how organisations

soʊ kɔɹ kɑmpʌtɪnsi ɪz nɑt ʌbaʊt dʒʌst ʌ pɹɑdʌkt ɔɹ ʌ sɜ˞vʌs ɪt ɪz ʌbaʊt haʊ ɔɹɡʌnɪzeɪʃʌnz

male

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IF I GO ALONG THIS PARTICULAR PATH THIS Q IS TRUE OVER HERE AND IF ONE GO BUT OTHER PATH

Prof. Jatindra Kumar Deka

if i go along this particular path this q is true over here and if one go but other path

ɪf aɪ ɡoʊ ʌlɔŋ ðɪs pɜ˞tɪkjʌlɜ˞ pæθ ðɪs kju ɪz tɹu oʊvɜ˞ hiɹ ʌnd ɪf wʌn ɡoʊ bʌt ʌðɜ˞ pæθ

male

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TO BE JUST E TRUNCATION PLUS E ROUND OFF WHICH WE ARE GOING TO WRITE LET US CALL THIS F DOUBLE

Dr. Niket Kaisare

to be just e truncation plus e round off which we are going to write let us call this f double

tu bi dʒʌst i tɹʌŋkeɪʃʌn plʌs i ɹaʊnd ɔf wɪtʃ wi ɑɹ ɡoʊɪŋ tu ɹaɪt lɛt ʌs kɔl ðɪs ɛf dʌbʌl

male

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ASSUME F N THAT IS NATURAL FREQUENCY OF THE MACHINE PLUS FOUNDATIONS SYSTEM

Dr. Deepankar Choudhury

assume f n that is natural frequency of the machine plus foundations system

ʌsum ɛf ɛn ðæt ɪz nætʃɜ˞ʌl fɹikwʌnsi ʌv ðʌ mʌʃin plʌs faʊndeɪʃʌnz sɪstʌm

male

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AND CUT IT HERE THEN THE SMALL PORTION THAT WILL APPEAR IS MORE OR JUST LIKE VERY CLOSE

Prof.U.S.Dixit

and cut it here then the small portion that will appear is more or just like very close

ʌnd kʌt ɪt hiɹ ðɛn ðʌ smɔl pɔɹʃʌn ðæt wɪl ʌpɪɹ ɪz mɔɹ ɔɹ dʒʌst laɪk vɛɹi kloʊs

male

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ARC THIS IS THE RULE FINALLY THEY ARE GIVING EXITING ARC SO IT HAS TO BE UNIQUE IS SO

Prof. Prabha Sharma

arc this is the rule finally they are giving exiting arc so it has to be unique is so

ɑɹk ðɪs ɪz ðʌ ɹul faɪnʌli ðeɪ ɑɹ ɡɪvɪŋ ɛɡzɪtɪŋ ɑɹk soʊ ɪt hæz tu bi junik ɪz soʊ

female

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HYDRAULIC LOADING RATE WHERE HYDRAULIC

Prof C.Venkobachar

hydraulic loading rate where hydraulic

haɪdɹɔlɪk loʊdɪŋ ɹeɪt wɛɹ haɪdɹɔlɪk

female

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AND WE ALSO MENTIONED THAT SUCH A LINEAR DISCRIMINANT CAN BE THOUGHT OF AS A SPECIAL CASE OF LINEAR

Prof. P.S. Sastry

and we also mentioned that such a linear discriminant can be thought of as a special case of linear

ʌnd wi ɔlsoʊ mɛnʃʌnd ðæt sʌtʃ ʌ lɪniɜ˞ kæn bi θɔt ʌv æz ʌ spɛʃʌl keɪs ʌv lɪniɜ˞

male

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IS NON NEGATIVE OF COURSE WE DO NOT NEED ANY SIGN RESTRICTIONS ON MU STAR SO LET

Dr. Shirish K. Shevade

is non negative of course we do not need any sign restrictions on mu star so let

ɪz nɑn nɛɡʌtɪv ʌv kɔɹs wi du nɑt nid ɛni saɪn ɹistɹɪkʃʌnz ɑn mu stɑɹ soʊ lɛt

male

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THE WATER TODAY AND THEN YOU CAN GO THROUGH THE ROUT SITUATION IN A BETTER MANNER SO BEING ABLE TO FORECAST ACCURATELY IS ALSO

Dr. Ashu Jain

the water today and then you can go through the rout situation in a better manner so being able to forecast accurately is also

ðʌ wɔtɜ˞ tʌdeɪ ʌnd ðɛn ju kæn ɡoʊ θɹu ðʌ ɹaʊt sɪtʃueɪʃʌn ɪn ʌ bɛtɜ˞ mænɜ˞ soʊ biɪŋ eɪbʌl tu fɔɹkæst ækjɜ˞ʌtli ɪz ɔlsoʊ

male

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DO NOT OCCUR UNLESS THERE IS AN APPROPRIATE CATALYST NOW EVEN IN PRESENCE OF APPROPRIATE

Prof.Jayant Modak

do not occur unless there is an appropriate catalyst now even in presence of appropriate

du nɑt ʌkɜ˞ ʌnlɛs ðɛɹ ɪz æn ʌpɹoʊpɹiʌt kætʌlʌst naʊ ivɪn ɪn pɹɛzʌns ʌv ʌpɹoʊpɹiʌt

male

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STUDYING CONSUMERS WE HAVE ALSO DISCUSSED THE MODELS OF CONSUMER BEHAVIOR IN TERMS OF THE GENERAL MODELS WHERE WE SPOKE

Dr. Sangeeta Sahney

studying consumers we have also discussed the models of consumer behavior in terms of the general models where we spoke

stʌdiɪŋ kʌnsumɜ˞z wi hæv ɔlsoʊ dɪskʌst ðʌ mɑdʌlz ʌv kʌnsumɜ˞ bɪheɪvjɜ˞ ɪn tɜ˞mz ʌv ðʌ dʒɛnɜ˞ʌl mɑdʌlz wɛɹ wi spoʊk

female

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OR AVAILABLE DAMPING AND THEN SELECT THE ISOLATORS OKAY

Prof. A.R. Mohanty

or available damping and then select the isolators okay

ɔɹ ʌveɪlʌbʌl dæmpɪŋ ʌnd ðɛn sʌlɛkt ðʌ oʊkeɪ

male

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DERIVED THE EXPRESSION FOR BOTH THE CASE OF FM AS WELL AS PHASE MODULATION

Prof.Surendra Prasad

derived the expression for both the case of fm as well as phase modulation

dɜ˞aɪvd ðʌ ɪkspɹɛʃʌn fɔɹ boʊθ ðʌ keɪs ʌv ɛfɛm æz wɛl æz feɪz mɑdʒʌleɪʃʌn

male

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NOW ONE OHM BY FOUR OHMS WHICH IS YOUR BASE SO IT HAS A VALUE OF ZERO PER UNIT

Dr. Vinod John

now one ohm by four ohms which is your base so it has a value of zero per unit

naʊ wʌn oʊm baɪ fɔɹ oʊmz wɪtʃ ɪz jɔɹ beɪs soʊ ɪt hæz ʌ vælju ʌv zɪɹoʊ pɜ˞ junʌt

male

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POWER SEVENTEEN ONLY WHEREAS IN RELATIVE TERMS BETWEEN ELECTRON AND HOLES HOLE IS ABOUT

Prof. Monica Katiyar & Prof. Deepak Gupta

power seventeen only whereas in relative terms between electron and holes hole is about

paʊɜ˞ sɛvʌntin oʊnli wɛɹæz ɪn ɹɛlʌtɪv tɜ˞mz bɪtwin ɪlɛktɹɑn ʌnd hoʊlz hoʊl ɪz ʌbaʊt

male

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HERE WILL BE NINE SEE IF I NOW DRAW THE ORDINATES THROUGH THESE POINTS SO HERE IS THE ORDINATE

Prof. S.D. Agashe

here will be nine see if i now draw the ordinates through these points so here is the ordinate

hiɹ wɪl bi naɪn si ɪf aɪ naʊ dɹɔ ðʌ θɹu ðiz pɔɪnts soʊ hiɹ ɪz ðʌ

male

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SO K OR MUCH MUCH GREATER THAN ONE

Prof. V. Balakrishnan

so k or much much greater than one

soʊ keɪ ɔɹ mʌtʃ mʌtʃ ɡɹeɪtɜ˞ ðæn wʌn

male

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N PLUS L ELEMENTS IN THE Y IN THE RANGE SET THEN WE START WITH ANY N PLUS ONE ELEMENT IN

Prof. P.D. Srivastava

n plus l elements in the y in the range set then we start with any n plus one element in

ɛn plʌs ɛl ɛlʌmʌnts ɪn ðʌ waɪ ɪn ðʌ ɹeɪndʒ sɛt ðɛn wi stɑɹt wɪð ɛni ɛn plʌs wʌn ɛlʌmʌnt ɪn

male

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NOT PRODUCE WHAT IT IS REQUIRED BY ITS ENVIRONMENT MUST EITHER CHANGE OR DISAPPEAR A VERY SIMPLE

Prof. Vinayshil Gautam

not produce what it is required by its environment must either change or disappear a very simple

nɑt pɹʌdus wʌt ɪt ɪz ɹikwaɪɜ˞d baɪ ɪts ɪnvaɪɹʌnmʌnt mʌst iðɜ˞ tʃeɪndʒ ɔɹ dɪsʌpɪɹ ʌ vɛɹi sɪmpʌl

male

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YOU HAVE ALREADY SEEN INDIANS ARE USING THE RADIUS TIMES THE SINE FUNCTION AS THE FL THAT

Prof. M.D.Srinivas

you have already seen indians are using the radius times the sine function as the fl that

ju hæv ɔlɹɛdi sin ɪndiʌnz ɑɹ juzɪŋ ðʌ ɹeɪdiʌs taɪmz ðʌ saɪn fʌŋkʃʌn æz ðʌ ðæt

female

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FORMALLY THEY ARE REFERRED TO AS BLOCK PLACEMENT WHICH IS THE DECISION REGARDING WHERE IN THE

Prof. Matthew Jacob

formally they are referred to as block placement which is the decision regarding where in the

fɔɹmʌli ðeɪ ɑɹ ɹʌfɜ˞d tu æz blɑk pleɪsmʌnt wɪtʃ ɪz ðʌ dɪsɪʒʌn ɹɪɡɑɹdɪŋ wɛɹ ɪn ðʌ

female

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YOU NEED FEEDBACK TO MAKE IT STABLE OF COURSE THERE IS GOING TO THE CHAPTER AND THERE FOR WE ARE GOING TO DEVOTE QUITE SOME

Prof. S.D. Agashe

you need feedback to make it stable of course there is going to the chapter and there for we are going to devote quite some

ju nid fidbæk tu meɪk ɪt steɪbʌl ʌv kɔɹs ðɛɹ ɪz ɡoʊɪŋ tu ðʌ tʃæptɜ˞ ʌnd ðɛɹ fɔɹ wi ɑɹ ɡoʊɪŋ tu dɪvoʊt kwaɪt sʌm

male

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HEAT OF HYDRATION WITH TIME LET US SEE HEAT OF BECAUSE WE HAVE SEEN OTHER CONTRIBUTION OF EACH COMPOUND OF CEMENT TO HEAT OF HYDRATION

Dr. B. Bhattacharjee

heat of hydration with time let us see heat of because we have seen other contribution of each compound of cement to heat of hydration

hit ʌv haɪdɹeɪʃʌn wɪð taɪm lɛt ʌs si hit ʌv bɪkɔz wi hæv sin ʌðɜ˞ kɑntɹʌbjuʃʌn ʌv itʃ kɑmpaʊnd ʌv sʌmɛnt tu hit ʌv haɪdɹeɪʃʌn

male

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SO YOU WILL GET ONLY AROUND THIRTEEN VOLT SO BUT HEATER NEEDS ONE HUNDRED VOLT SO WITH THIS ARRANGEMENT

Prof. M.K. Gunasekaran

so you will get only around thirteen volt so but heater needs one hundred volt so with this arrangement

soʊ ju wɪl ɡɛt oʊnli ɜ˞aʊnd θɜ˞tin voʊlt soʊ bʌt hitɜ˞ nidz wʌn hʌndɹʌd voʊlt soʊ wɪð ðɪs ɜ˞eɪndʒmʌnt

male

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BASICALLY WOULD INDICATE WHAT MONEY IS SUPPOSED TO BE RECEIVED FROM THOSE CUSTOMERS

Prof.N.L. Sarda

basically would indicate what money is supposed to be received from those customers

beɪsɪkli wʊd ɪndʌkeɪt wʌt mʌni ɪz sʌpoʊzd tu bi ɹʌsivd fɹʌm ðoʊz kʌstʌmɜ˞z

male

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IT MOVES FURTHER AND FURTHER RIGHT BUT IT IS MULTIPLIED BY E TO THE NU T BECAUSE THIS

Prof. V. Balakrishnan

it moves further and further right but it is multiplied by e to the nu t because this

ɪt muvz fɜ˞ðɜ˞ ʌnd fɜ˞ðɜ˞ ɹaɪt bʌt ɪt ɪz mʌltʌplaɪd baɪ i tu ðʌ nu ti bɪkɔz ðɪs

male

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FOR THE DIFFUSION CONSTANT IS NOW A FORMULA FOR THE DIFFUSION TENSOR

Prof. V. Balakrishnan

for the diffusion constant is now a formula for the diffusion tensor

fɔɹ ðʌ dɪfjuʒʌn kɑnstʌnt ɪz naʊ ʌ fɔɹmjʌlʌ fɔɹ ðʌ dɪfjuʒʌn tɛnsɜ˞

male

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IT HOLD UP IN FROM THE IDEA OF MACHINE CONTROLLING ACTING AS CONFORMIST

Dr. Aysha Iqbal Viswamohan

it hold up in from the idea of machine controlling acting as conformist

ɪt hoʊld ʌp ɪn fɹʌm ðʌ aɪdiʌ ʌv mʌʃin kʌntɹoʊlɪŋ æktɪŋ æz kʌnfɔɹmɪst

female

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BY L SQUARE INTO T BY RHO SO ALREADY WE HAVE T BY RHO AND THIS IS PI SQUARE R SQUARE

Prof.S.K.Dwivedy

by l square into t by rho so already we have t by rho and this is pi square r square

baɪ ɛl skwɛɹ ɪntu ti baɪ ɹoʊ soʊ ɔlɹɛdi wi hæv ti baɪ ɹoʊ ʌnd ðɪs ɪz paɪ skwɛɹ ɑɹ skwɛɹ

male

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POWER PLANTS WHILE IF YOU HAVE BITUMINOUS COAL THE TRANSPORTATION JUSTIFIES ITSELF

Prof.S.Banerjee

power plants while if you have bituminous coal the transportation justifies itself

paʊɜ˞ plænts waɪl ɪf ju hæv bɪtumʌnʌs koʊl ðʌ tɹænspɜ˞teɪʃʌn dʒʌstʌfaɪz ɪtsɛlf

male

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COMPLEX WERE FOUND TO BE MEMBERS OF THIS GNAT FAMILY OF HISTONE ACETYLTRANSFERASES

Prof.P N RANGARAJAN

complex were found to be members of this gnat family of histone acetyltransferases

kɑmplɛks wɜ˞ faʊnd tu bi mɛmbɜ˞z ʌv ðɪs næt fæmʌli ʌv

male

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SO THIS BRIDGE WHICH WE USED FOR OUR CIRCUIT PROVIDE DIFFERENTIAL LOW FREQUENCY LESS THAN

Prof. Santiram Kal

so this bridge which we used for our circuit provide differential low frequency less than

soʊ ðɪs bɹɪdʒ wɪtʃ wi juzd fɔɹ aʊɜ˞ sɜ˞kʌt pɹʌvaɪd dɪfɜ˞ɛnʃʌl loʊ fɹikwʌnsi lɛs ðæn

male

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BECAUSE GOT ENOUGH THIS WHAT HAPPENS IN REAL LIFE SO IN RECESSION ARE IN TIMES OF INFLATION

Prof.Surajit Sinha

because got enough this what happens in real life so in recession are in times of inflation

bɪkɔz ɡɑt ɪnʌf ðɪs wʌt hæpʌnz ɪn ɹil laɪf soʊ ɪn ɹɪsɛʃʌn ɑɹ ɪn taɪmz ʌv ɪnfleɪʃʌn

male

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IS ZERO V B R IS MINUS V D C BY TWO YOU CAN ACHIEVE THIS SAME THING IF FOR EXAMPLE WE

Dr. G. Narayanan

is zero v b r is minus v d c by two you can achieve this same thing if for example we

ɪz zɪɹoʊ vi bi ɑɹ ɪz maɪnʌs vi di si baɪ tu ju kæn ʌtʃiv ðɪs seɪm θɪŋ ɪf fɔɹ ɪɡzæmpʌl wi

male

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BANDWIDTH SO THAT THE PRODUCT THE YOU CAN THINK OF

Prof.Surendra Prasad

bandwidth so that the product the you can think of

bændwɪdθ soʊ ðæt ðʌ pɹɑdʌkt ðʌ ju kæn θɪŋk ʌv

male

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HAVE TO CORRESPONDS TO THE ROWS AND THE RIGHT VERTICES JUST TO DISTINGUISH THEM I WILL

Dr. Andrew Thangaraj

have to corresponds to the rows and the right vertices just to distinguish them i will

hæv tu kɔɹʌspɑndz tu ðʌ ɹoʊz ʌnd ðʌ ɹaɪt vɜ˞tɪsiz dʒʌst tu dɪstɪŋɡwɪʃ ðɛm aɪ wɪl

male

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THIS IS FIXED BECAUSE ONE THE INTEREST RATES THE DOMESTIC INTEREST RATES ARE RELATED TO

Dr. Somesh K. Mathur

this is fixed because one the interest rates the domestic interest rates are related to

ðɪs ɪz fɪkst bɪkɔz wʌn ðʌ ɪntɹʌst ɹeɪts ðʌ dʌmɛstɪk ɪntɹʌst ɹeɪts ɑɹ ɹɪleɪtɪd tu

female

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OF THE RISER IT WILL BE SUCCESSFULLY PREDICTING NEXT ONE THERE IS ANOTHER SOFTWARE CALLED

Dr. D. Benny Karunakar

of the riser it will be successfully predicting next one there is another software called

ʌv ðʌ ɹaɪzɜ˞ ɪt wɪl bi sʌksɛsfʌli pɹɪdɪktɪŋ nɛkst wʌn ðɛɹ ɪz ʌnʌðɜ˞ sɔftwɛɹ kɔld

male

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HENCE WE CAN FIND OUT WHAT IS THE NUMBER OF AERATORS WE HAVE TO PROVIDE OR WHAT IS THE WE HAVE TO PROVIDE

Prof C.Venkobachar

hence we can find out what is the number of aerators we have to provide or what is the we have to provide

hɛns wi kæn faɪnd aʊt wʌt ɪz ðʌ nʌmbɜ˞ ʌv wi hæv tu pɹʌvaɪd ɔɹ wʌt ɪz ðʌ wi hæv tu pɹʌvaɪd

female

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SO YOU HAVE TO DEDUCT THE DISCOUNT HERE PREMIUM YOU HAVE TO DEDUCT ZERO

Dr. Arun K. Misra

so you have to deduct the discount here premium you have to deduct zero

soʊ ju hæv tu dɪdʌkt ðʌ dɪskaʊnt hiɹ pɹimiʌm ju hæv tu dɪdʌkt zɪɹoʊ

male

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A RELATIVE MAGNITUDE OF THE FREQUENCY IF THE UPPER FREQUENCY LIMIT IS TWICE THE LOWER

Prof.Rajiv Tiwari

a relative magnitude of the frequency if the upper frequency limit is twice the lower

ʌ ɹɛlʌtɪv mæɡnʌtud ʌv ðʌ fɹikwʌnsi ɪf ðʌ ʌpɜ˞ fɹikwʌnsi lɪmʌt ɪz twaɪs ðʌ loʊɜ˞

male

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THE ROTATIONAL MOTION OF THE SATELLITE SO FOR DESCRIBING THE ROTATIONAL MOTION OF THE

Dr. Manoranjan Sinha

the rotational motion of the satellite so for describing the rotational motion of the

ðʌ ɹoʊteɪʃʌnʌl moʊʃʌn ʌv ðʌ sætʌlaɪt soʊ fɔɹ dɪskɹaɪbɪŋ ðʌ ɹoʊteɪʃʌnʌl moʊʃʌn ʌv ðʌ

male

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AXIOMS OF EIGENVALUES AND EIGENFUNCTIONS AND THEN WILL GET INTO THE ACTUAL SOLUTION OF

Prof. S. De

axioms of eigenvalues and eigenfunctions and then will get into the actual solution of

æksiʌmz ʌv aɪɡʌnvæljuz ʌnd ʌnd ðɛn wɪl ɡɛt ɪntu ðʌ æktʃʌwʌl sʌluʃʌn ʌv

male

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T RIGHT NOW VS IS A ONE OF THE STATE VARIABLES SO THAT WE CAN WRITE DOWN THE EQUATION IN

Prof.M.L.Kothari

t right now vs is a one of the state variables so that we can write down the equation in

ti ɹaɪt naʊ viɛs ɪz ʌ wʌn ʌv ðʌ steɪt vɛɹiʌbʌlz soʊ ðæt wi kæn ɹaɪt daʊn ðʌ ɪkweɪʒʌn ɪn

male

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THREE N IT NOT GOING TO WORK NOT GOING TO BE ABLE TO DO THAT BUT STILL IT WILL BE EFFICIENT

Dr. Andrew Thangaraj

three n it not going to work not going to be able to do that but still it will be efficient

θɹi ɛn ɪt nɑt ɡoʊɪŋ tu wɜ˞k nɑt ɡoʊɪŋ tu bi eɪbʌl tu du ðæt bʌt stɪl ɪt wɪl bi ɪfɪʃʌnt

male

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AND ALSO FAKE W WAS ALSO USED FOR STIMULATING SOME PROBLEMS ON EARTHQUAKE ASPECTS AND THEN

Dr. B.V.S. Viswanadham

and also fake w was also used for stimulating some problems on earthquake aspects and then

ʌnd ɔlsoʊ feɪk dʌbʌlju wɑz ɔlsoʊ juzd fɔɹ stɪmjʌleɪtɪŋ sʌm pɹɑblʌmz ɑn ɜ˞θkweɪk æspɛkts ʌnd ðɛn

male

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THEN THEY ALSO WORK AS ELECTRIC INSULATIONS

Dr.Rajat Rastogi

then they also work as electric insulations

ðɛn ðeɪ ɔlsoʊ wɜ˞k æz ɪlɛktɹɪk

male

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IT IS IT IS OF A SIZE SCALE THAT WOULD BE IRRELEVANT TO OUR ACTIVITY WE WOULD NOT BE

Dr. Prathap Haridoss

it is it is of a size scale that would be irrelevant to our activity we would not be

ɪt ɪz ɪt ɪz ʌv ʌ saɪz skeɪl ðæt wʊd bi ɪɹɛlʌvʌnt tu aʊɜ˞ æktɪvʌti wi wʊd nɑt bi

male

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HOW ARE WE TURNING THE FLOW IN THIS SITUATION WE ARE TURNING THE FLOW AWAY FROM THE WAVE

Prof. V. Babu

how are we turning the flow in this situation we are turning the flow away from the wave

haʊ ɑɹ wi tɜ˞nɪŋ ðʌ floʊ ɪn ðɪs sɪtʃueɪʃʌn wi ɑɹ tɜ˞nɪŋ ðʌ floʊ ʌweɪ fɹʌm ðʌ weɪv

male

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SO THE TANGENTIAL STRESS BALANCE OR TANGENTIAL FORCE BALANCE BETTER TO SAY STRESS BALANCE

Prof. S. Chakraborty

so the tangential stress balance or tangential force balance better to say stress balance

soʊ ðʌ tændʒɛnʃʌl stɹɛs bælʌns ɔɹ tændʒɛnʃʌl fɔɹs bælʌns bɛtɜ˞ tu seɪ stɹɛs bælʌns

female

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AS I HAVE SAID THAT DI SQUARE IS CHI SQUARE DISTRIBUTED SO THERE WILL BE RELATIONSHIP

Dr J Maiti

as i have said that di square is chi square distributed so there will be relationship

æz aɪ hæv sɛd ðæt di skwɛɹ ɪz kaɪ skwɛɹ dɪstɹɪbjʌtʌd soʊ ðɛɹ wɪl bi ɹileɪʃʌnʃɪp

male

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DIMENSIONAL LESS EQUATION BECOMES MINUS U X PRIME U Y PRIME BY U STAR SQUARE PLUS NU

Prof. V. Kumaran

dimensional less equation becomes minus u x prime u y prime by u star square plus nu

dɪmɛnʃʌnʌl lɛs ɪkweɪʒʌn bɪkʌmz maɪnʌs ju ɛks pɹaɪm ju waɪ pɹaɪm baɪ ju stɑɹ skwɛɹ plʌs nu

male

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THE MTH FUNCTION GIVEN BY ONE BY E LAN N OKAY FIRST OF ALL A FUNCTIONAL SERIES NEED NOT

Dr. T.E. Venkata Balaji

the mth function given by one by e lan n okay first of all a functional series need not

ðʌ fʌŋkʃʌn ɡɪvʌn baɪ wʌn baɪ i læn ɛn oʊkeɪ fɜ˞st ʌv ɔl ʌ fʌŋkʃʌnʌl sɪɹiz nid nɑt

female

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EQUAL TO MINUS A OMEGA SQUARE SIN OMEGA T IS EQUAL TO MINUS OMEGA SQUARE X

Prof.U.S.Dixit

equal to minus a omega square sin omega t is equal to minus omega square x

ikwʌl tu maɪnʌs ʌ oʊmɛɡʌ skwɛɹ sɪn oʊmɛɡʌ ti ɪz ikwʌl tu maɪnʌs oʊmɛɡʌ skwɛɹ ɛks

male

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IT IS DIFFERENT BECAUSE OF THE RESISTOR MISMATCH BUT RIGHT NOW WE ARE INTERESTED IN THE EFFECTS OF THE COMMON MODE SO WE WILL IGNORE THE INACCURACY IN THE DIFFERENTIAL GAIN AND

Dr. Nagendra Krishnapura

it is different because of the resistor mismatch but right now we are interested in the effects of the common mode so we will ignore the inaccuracy in the differential gain and

ɪt ɪz dɪfɜ˞ʌnt bɪkɔz ʌv ðʌ ɹɪzɪstɜ˞ mɪsmætʃ bʌt ɹaɪt naʊ wi ɑɹ ɪntɹʌstɪd ɪn ðʌ ɪfɛkts ʌv ðʌ kɑmʌn moʊd soʊ wi wɪl ɪɡnɔɹ ðʌ ɪnækjɜ˞ʌsi ɪn ðʌ dɪfɜ˞ɛnʃʌl ɡeɪn ʌnd

male

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TOWERS AND COMES DOWN TO ENGAGE WITH THE PROBLEMS OF THE REAL WORLD OUT THERE NOW THIS IS QUITE A PASSIONATE PLEA

Prof. Vineet Sahu

towers and comes down to engage with the problems of the real world out there now this is quite a passionate plea

taʊɜ˞z ʌnd kʌmz daʊn tu ɛnɡeɪdʒ wɪð ðʌ pɹɑblʌmz ʌv ðʌ ɹil wɜ˞ld aʊt ðɛɹ naʊ ðɪs ɪz kwaɪt ʌ pæʃʌnʌt pli

male

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THIS TEST STATISTIC WHICH WILL FOLLOW AN EVERY DISTRIBUTION UNDER H NAUGHT SO THAT THE

Dr. Amit Mitra

this test statistic which will follow an every distribution under h naught so that the

ðɪs tɛst stʌtɪstɪk wɪtʃ wɪl fɑloʊ æn ɛvɜ˞i dɪstɹʌbjuʃʌn ʌndɜ˞ eɪtʃ nɔt soʊ ðæt ðʌ

female

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TABLE THE TABLE MOVES NOT THE JOB AND IF WE IN BRIEF IF WE STUDY SO THIS IS A BLEEDOFF

Prof. R.N. Maiti

table the table moves not the job and if we in brief if we study so this is a bleedoff

teɪbʌl ðʌ teɪbʌl muvz nɑt ðʌ dʒɑb ʌnd ɪf wi ɪn bɹif ɪf wi stʌdi soʊ ðɪs ɪz ʌ

male

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THE VERTICAL AH CROSS SECTION OF THE CIRCLE ALL I CARE ABOUT ARE THE IS THE FRINGES SPACING

Prof. Mahesh Panchagnula

the vertical ah cross section of the circle all i care about are the is the fringes spacing

ðʌ vɜ˞tɪkʌl ɑ kɹɔs sɛkʃʌn ʌv ðʌ sɜ˞kʌl ɔl aɪ kɛɹ ʌbaʊt ɑɹ ðʌ ɪz ðʌ fɹɪndʒɪz speɪsɪŋ

male

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THEN THE ANOTHER CATEGORY OF SIGNAL HERE IS THE CALLINGON SIGNAL AND THIS CALLINGON

Dr.Rajat Rastogi

then the another category of signal here is the callingon signal and this callingon

ðɛn ðʌ ʌnʌðɜ˞ kætʌɡɔɹi ʌv sɪɡnʌl hiɹ ɪz ðʌ sɪɡnʌl ʌnd ðɪs

male

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SO WHEN THE EXCITING FREQUENCY INCREASES THE DEFORMATION OF THE FOUNDATION DUE TO

Dr. S. P. Harsha

so when the exciting frequency increases the deformation of the foundation due to

soʊ wɛn ðʌ ɪksaɪtɪŋ fɹikwʌnsi ɪnkɹisʌz ðʌ difɔɹmeɪʃʌn ʌv ðʌ faʊndeɪʃʌn du tu

male

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DIRECTION IN WHICH CRACK HAS PROPAGATED SO THIS THESE INFORMATION CANNOT BE OBSERVED

Dr. D.K. Dwivedi

direction in which crack has propagated so this these information cannot be observed

dɜ˞ɛkʃʌn ɪn wɪtʃ kɹæk hæz pɹɑpʌɡeɪtɪd soʊ ðɪs ðiz ɪnfɜ˞meɪʃʌn kænɑt bi ʌbzɜ˞vd

male

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FROM G WITH RESPECT TO X I CAN WRITE IT AS DG DR IT IS D BECAUSE WHEN YOU WRITE

Prof. M. Chakraborty

from g with respect to x i can write it as dg dr it is d because when you write

fɹʌm dʒi wɪð ɹɪspɛkt tu ɛks aɪ kæn ɹaɪt ɪt æz dɹaɪv ɪt ɪz di bɪkɔz wɛn ju ɹaɪt

male

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THAT IS HOW WE GET A VARIETIES OF TRANSFER FUNCTION MODELS FROM THIS GENERAL TRANSFER

Prof. Somanath Majhi

that is how we get a varieties of transfer function models from this general transfer

ðæt ɪz haʊ wi ɡɛt ʌ vɜ˞aɪʌtiz ʌv tɹænsfɜ˞ fʌŋkʃʌn mɑdʌlz fɹʌm ðɪs dʒɛnɜ˞ʌl tɹænsfɜ˞

male

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LET US ASSUME THAT X STAR BE THE SOLUTION OF THIS PROBLEM THEREFORE WE CAN SAY THAT

Dr. Shirish K. Shevade

let us assume that x star be the solution of this problem therefore we can say that

lɛt ʌs ʌsum ðæt ɛks stɑɹ bi ðʌ sʌluʃʌn ʌv ðɪs pɹɑblʌm ðɛɹfɔɹ wi kæn seɪ ðæt

male

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DEPENDING ON THE SIZE RANGE OF THE PARTICLES YOU MAY CHOOSE TO USE OPTICAL MICROSCOPY OR SCANNING ELECTRON MICROSCOPY OR TUNNELING ELECTRON MICROSCOPY YOU COUNT THE NUMBER

Dr. R. Nagarajan

depending on the size range of the particles you may choose to use optical microscopy or scanning electron microscopy or tunneling electron microscopy you count the number

dɪpɛndɪŋ ɑn ðʌ saɪz ɹeɪndʒ ʌv ðʌ pɑɹtʌkʌlz ju meɪ tʃuz tu jus ɑptɪkʌl maɪkɹʌskʌpi ɔɹ skænɪŋ ɪlɛktɹɑn maɪkɹʌskʌpi ɔɹ tʌnʌlɪŋ ɪlɛktɹɑn maɪkɹʌskʌpi ju kaʊnt ðʌ nʌmbɜ˞

male

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ALBUMIN IS OFTEN USED AS A STANDARD THEN AT THE UNKNOWN PROTEIN SAMPLE WHOSE

Prof. Sanjeeva Srivastava

albumin is often used as a standard then at the unknown protein sample whose

ælbjumʌn ɪz ɔfʌn juzd æz ʌ stændɜ˞d ðɛn æt ðʌ ʌnnoʊn pɹoʊtin sæmpʌl huz

female

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IS REALLY V P DIVIDED BY FOUR TIMES V G S Q MINUS V T

Prof.K.Radhakrishna Rao

is really v p divided by four times v g s q minus v t

ɪz ɹɪli vi pi dɪvaɪdɪd baɪ fɔɹ taɪmz vi dʒi ɛs kju maɪnʌs vi ti

male

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COST I MEAN THE ESTIMATED COST OF THE FULL SOLUTION NOT THE PARTIAL SOLUTION HERE WE ARE WORKING ONLY WITH PARTIAL SOLUTION SO

Prof. Deepak Khemani

cost i mean the estimated cost of the full solution not the partial solution here we are working only with partial solution so

kɑst aɪ min ðʌ ɛstʌmeɪtʌd kɑst ʌv ðʌ fʊl sʌluʃʌn nɑt ðʌ pɑɹʃʌl sʌluʃʌn hiɹ wi ɑɹ wɜ˞kɪŋ oʊnli wɪð pɑɹʃʌl sʌluʃʌn soʊ

male

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WE HAVE DISCUSSED THE THEORY IN THE PREVIOUS SESSION TODAY WE WILL SPEAK ON THE IMPLICATION

Dr. Sangeeta Sahney

we have discussed the theory in the previous session today we will speak on the implication

wi hæv dɪskʌst ðʌ θɪɹi ɪn ðʌ pɹiviʌs sɛʃʌn tʌdeɪ wi wɪl spik ɑn ðʌ ɪmplʌkeɪʃʌn

female

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OVER A DIAGRAM FOR EXAMPLE IF I TAKE THIS IS A SLAG METAL INTERFACE LET US SEE SULPHUR

Prof.Deepak Mazumdar

over a diagram for example if i take this is a slag metal interface let us see sulphur

oʊvɜ˞ ʌ daɪʌɡɹæm fɔɹ ɪɡzæmpʌl ɪf aɪ teɪk ðɪs ɪz ʌ slæɡ mɛtʌl ɪntɜ˞feɪs lɛt ʌs si sʌlfɜ˞

male

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WILL PICK UP ON ADAMS SMITH IN THE NEXT CLASS WHICH IS ON SATURDAY I WAS GOING TO TEACH

Dr. Shivakumar

will pick up on adams smith in the next class which is on saturday i was going to teach

wɪl pɪk ʌp ɑn ædʌmz smɪθ ɪn ðʌ nɛkst klæs wɪtʃ ɪz ɑn sætɜ˞di aɪ wɑz ɡoʊɪŋ tu titʃ

male

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WHICH WILL ALSO HAVE A SIDE OF POLES LOCATED IN THE LEFT HALF S PLANE THAT WILL GIVE US

Prof. Somanath Majhi

which will also have a side of poles located in the left half s plane that will give us

wɪtʃ wɪl ɔlsoʊ hæv ʌ saɪd ʌv poʊlz loʊkeɪtʌd ɪn ðʌ lɛft hæf ɛs pleɪn ðæt wɪl ɡɪv ʌs

male

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DO IT BY THE METHOD WE DID IT IN THE LAST CLASS IS IT CLEAR NOW ARE YOU ABSOLUTELY

Prof. Devdas Menon

do it by the method we did it in the last class is it clear now are you absolutely

du ɪt baɪ ðʌ mɛθʌd wi dɪd ɪt ɪn ðʌ læst klæs ɪz ɪt klɪɹ naʊ ɑɹ ju æbsʌlutli

male

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SO IF YOU COMPARE THE VALUE USING H EQUAL TO ONE BY TWO USING THE TRAPEZOIDAL METHOD VERSUS

Dr. Niket Kaisare

so if you compare the value using h equal to one by two using the trapezoidal method versus

soʊ ɪf ju kʌmpɛɹ ðʌ vælju juzɪŋ eɪtʃ ikwʌl tu wʌn baɪ tu juzɪŋ ðʌ mɛθʌd vɜ˞sʌs

male

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OF L S L S COUPLING

Dr. J.R. Mudakavi

of l s l s coupling

ʌv ɛl ɛs ɛl ɛs kʌplɪŋ

male

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ABLE TO MAKE AFTER TAKING THE ACCOUNTS ALL THE EXPENDITURES AFTER TAKING IN TO THE ACCOUNT

Dr. A. Thillai Rajan

able to make after taking the accounts all the expenditures after taking in to the account

eɪbʌl tu meɪk æftɜ˞ teɪkɪŋ ðʌ ʌkaʊnts ɔl ðʌ ɪkspɛndʌtʃɜ˞z æftɜ˞ teɪkɪŋ ɪn tu ðʌ ʌkaʊnt

male

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VOWELS THAT OCCURS IN THIS WORD A AND I ARE AFFIRMATIVE AND E AND O ARE CONSIDER TO BE

Dr. A.V. Ravishankar Sarma

vowels that occurs in this word a and i are affirmative and e and o are consider to be

vaʊʌlz ðæt ʌkɜ˞z ɪn ðɪs wɜ˞d ʌ ʌnd aɪ ɑɹ ʌfɜ˞mʌtɪv ʌnd i ʌnd oʊ ɑɹ kʌnsɪdɜ˞ tu bi

male

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OTHER SYSTEM SHOULD BE INSIDE TO TAKE CARE OF THE CONTROL THAT IS WHERE AUTOMATIC FLIGHT

Prof. C. Venkatesan

other system should be inside to take care of the control that is where automatic flight

ʌðɜ˞ sɪstʌm ʃʊd bi ɪnsaɪd tu teɪk kɛɹ ʌv ðʌ kʌntɹoʊl ðæt ɪz wɛɹ ɔtʌmætɪk flaɪt

male

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OF THE TOOL AND THAT FLANK IS ACTUALLY FACING THE MACHINE SURFACE THAT MEANS THIS THICKNESS

Prof. A.K. Chattopadhyay

of the tool and that flank is actually facing the machine surface that means this thickness

ʌv ðʌ tul ʌnd ðæt flæŋk ɪz æktʃuʌli feɪsɪŋ ðʌ mʌʃin sɜ˞fʌs ðæt minz ðɪs θɪknʌs

male

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WHICH CONDITIONS YOU GET MAXIMUM CONCENTRATE ETCETERA ETCETERA AND THEY HAVE BEEN FOUND

Prof.H.S. Ray

which conditions you get maximum concentrate etcetera etcetera and they have been found

wɪtʃ kʌndɪʃʌnz ju ɡɛt mæksʌmʌm kɑnsʌntɹeɪt ɛtsɛtɜ˞ʌ ɛtsɛtɜ˞ʌ ʌnd ðeɪ hæv bɪn faʊnd

male

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YOU SEE A MORE AND MORE TURBULENCES ARE BEING CREATED IN THAT IF WE ARE GOING TO THE QUDRUPOLE

Dr. S. P. Harsha

you see a more and more turbulences are being created in that if we are going to the qudrupole

ju si ʌ mɔɹ ʌnd mɔɹ ɑɹ biɪŋ kɹieɪtʌd ɪn ðæt ɪf wi ɑɹ ɡoʊɪŋ tu ðʌ

male

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MECHANICS OF A OF ZERO A OF TAU OVER I H CROSS IN EQUILIBRIUM OVER THE CANONICAL SUM HERE

Prof. V. Balakrishnan

mechanics of a of zero a of tau over i h cross in equilibrium over the canonical sum here

mʌkænɪks ʌv ʌ ʌv zɪɹoʊ ʌ ʌv oʊvɜ˞ aɪ eɪtʃ kɹɔs ɪn ikwʌlɪbɹiʌm oʊvɜ˞ ðʌ kʌnɑnʌkʌl sʌm hiɹ

male

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THE THE THE PERIOD CAN BE DIVIDED INTO TWO CATEGORIES FIRST ONE IS THE MECHANICAL ERA

Prof.Ajit Pal

the the the period can be divided into two categories first one is the mechanical era

ðʌ ðʌ ðʌ pɪɹiʌd kæn bi dɪvaɪdɪd ɪntu tu kætʌɡɔɹiz fɜ˞st wʌn ɪz ðʌ mʌkænɪkʌl ɛɹʌ

male

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IS DISSIPATED THERE IS A LARGER ZONE WERE THE TOUGHENING OF OCCURS AND ENERGY IS DISSIPATED

Dr. Ravindra Gettu

is dissipated there is a larger zone were the toughening of occurs and energy is dissipated

ɪz dɪsʌpeɪtɪd ðɛɹ ɪz ʌ lɑɹdʒɜ˞ zoʊn wɜ˞ ðʌ tʌfʌnɪŋ ʌv ʌkɜ˞z ʌnd ɛnɜ˞dʒi ɪz dɪsʌpeɪtɪd

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ERROR TERMS ARE WELL CONNECTED AND HOW IT CAN BE VERY POTENTIAL AND VERY INFLUENTIAL

Dr. Rudra P. Pradhan

error terms are well connected and how it can be very potential and very influential

ɛɹɜ˞ tɜ˞mz ɑɹ wɛl kʌnɛktɪd ʌnd haʊ ɪt kæn bi vɛɹi pʌtɛnʃʌl ʌnd vɛɹi ɪnfluɛnʃʌl

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THAT IS ALL THE POWER THAT IS FED FROM PORT NUMBER ONE COMES BACK TO PORT NUMBER TWO NOW

Prof.S. C Dutta Roy

that is all the power that is fed from port number one comes back to port number two now

ðæt ɪz ɔl ðʌ paʊɜ˞ ðæt ɪz fɛd fɹʌm pɔɹt nʌmbɜ˞ wʌn kʌmz bæk tu pɔɹt nʌmbɜ˞ tu naʊ

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THAN OR EQUAL TO X J J SO SINCE THREE AND FIVE ARE MEDIANS X THREE THREE EQUAL TO ONE X FIVE FIVE EQUAL

Prof. G. Srinivasan

than or equal to x j j so since three and five are medians x three three equal to one x five five equal

ðæn ɔɹ ikwʌl tu ɛks dʒeɪ dʒeɪ soʊ sɪns θɹi ʌnd faɪv ɑɹ ɛks θɹi θɹi ikwʌl tu wʌn ɛks faɪv faɪv ikwʌl

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THE COPULA THAT WE HAVE THAT WE HAVE TAKEN AND IF WE KNOW THAT COPULA THEN THE FULL FORM OF THIS JOIN DISTRIBUTION IS KNOWN TO US

Prof. Rajib Maity

the copula that we have that we have taken and if we know that copula then the full form of this join distribution is known to us

ðʌ ðæt wi hæv ðæt wi hæv teɪkʌn ʌnd ɪf wi noʊ ðæt ðɛn ðʌ fʊl fɔɹm ʌv ðɪs dʒɔɪn dɪstɹʌbjuʃʌn ɪz noʊn tu ʌs

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BEING COVERED WHICH ARE COVERED BY THIS MAP SHEET IT IS HERE KANPUR AND UNNAO

Prof. Bharat Lohani

being covered which are covered by this map sheet it is here kanpur and unnao

biɪŋ kʌvɜ˞d wɪtʃ ɑɹ kʌvɜ˞d baɪ ðɪs mæp ʃit ɪt ɪz hiɹ ʌnd

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EQUAL TO Z F INTO I ONE V ONE MINUS V TWO IS EQUAL TO Z F INTO I ONE CURRENT FLOWING HERE SO Z

Prof.A.K.Sinha

equal to z f into i one v one minus v two is equal to z f into i one current flowing here so z

ikwʌl tu zi ɛf ɪntu aɪ wʌn vi wʌn maɪnʌs vi tu ɪz ikwʌl tu zi ɛf ɪntu aɪ wʌn kɜ˞ʌnt floʊɪŋ hiɹ soʊ zi

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CURVED DISLOCATION AND THIS ANGLE IS THETA AND IF THIS RADIUS OF CURVATURE IS LARGE

Prof. R.N. Ghosh

curved dislocation and this angle is theta and if this radius of curvature is large

kɜ˞vd dɪsloʊkeɪʃʌn ʌnd ðɪs æŋɡʌl ɪz θeɪtʌ ʌnd ɪf ðɪs ɹeɪdiʌs ʌv kɜ˞vʌtʃɜ˞ ɪz lɑɹdʒ

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THIS IS FOR A MACROSCOPIC VOLUME IN A STATIC FLUID SUPPOSE I CONSIDER A POINT IN A VOLUME

Dr. V. Shankar

this is for a macroscopic volume in a static fluid suppose i consider a point in a volume

ðɪs ɪz fɔɹ ʌ vɑljum ɪn ʌ stætɪk fluʌd sʌpoʊz aɪ kʌnsɪdɜ˞ ʌ pɔɪnt ɪn ʌ vɑljum

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OF THE SHAFT IS ONE METER DIAMETER OF THE SHAFT IS ONE MILLIMETER YOUNG'S MODULUS IS GIVEN

Prof. Rajiv Tiwari

of the shaft is one meter diameter of the shaft is one millimeter young's modulus is given

ʌv ðʌ ʃæft ɪz wʌn mitɜ˞ daɪæmʌtɜ˞ ʌv ðʌ ʃæft ɪz wʌn mɪlʌmitɜ˞ jʌŋ'ɛs mɔdʒulʊs ɪz ɡɪvʌn

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THE DEFECT FREE PURE METAL AT THE INLET

Dr. A.K. Sharma

the defect free pure metal at the inlet

ðʌ difɛkt fɹi pjʊɹ mɛtʌl æt ðʌ ɪnlɛt

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AND I DECIDED THAT AT ENTRY POINT I PUT THE TWO FINGER PRINTS ONE IS THIS SIDE AND THE

Prof. Phalguni Gupta

and i decided that at entry point i put the two finger prints one is this side and the

ʌnd aɪ dɪsaɪdɪd ðæt æt ɛntɹi pɔɪnt aɪ pʊt ðʌ tu fɪŋɡɜ˞ pɹɪnts wʌn ɪz ðɪs saɪd ʌnd ðʌ

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READILY AVAILABLE I WANT TO BE ABLE TO FIND OUT WHAT IS THE

Prof. K. Ramamurthi

readily available i want to be able to find out what is the

ɹɛdʌli ʌveɪlʌbʌl aɪ wɑnt tu bi eɪbʌl tu faɪnd aʊt wʌt ɪz ðʌ

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SO THAT IS A MAJOR DIFFERENCE THIS WAS AN EXAMPLE WE HAD THE ONLY THE INTRAPHASE MASS

Dr. Rintu Banerjee

so that is a major difference this was an example we had the only the intraphase mass

soʊ ðæt ɪz ʌ meɪdʒɜ˞ dɪfɜ˞ʌns ðɪs wɑz æn ɪɡzæmpʌl wi hæd ðʌ oʊnli ðʌ mæs

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