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"data": "A sports fan decided to examine the pattern of medals won by certain countries at several Olympic games. In 2004, how many more medals did Sweden win than Finland?",
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"data": "Find the 2004 column. Find the numbers in this column for Sweden and Finland.\nSweden: 7\nFinland: 2\nNow subtract:\n7 − 2 = 5\nIn 2004, Sweden won 5 more medals than Finland.",
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"data": "The shop teacher, Mr. Harper, wrote down how many picture frames the students made last week. How many students made at least 3 picture frames?",
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"data": "Find the rows for 3, 4, and 5 picture frames. Add the frequencies for these rows.\nAdd:\n13 + 18 + 0 = 31\n31 students made at least 3 picture frames.",
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"data": "Seth found out the sizes of all the clubs at his school. How many clubs have at least 30 members but fewer than 100 members?",
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"data": "Count all the leaves in the rows with stems 3, 4, 5, 6, 7, 8, and 9.\nYou counted 12 leaves, which are blue in the stem-and-leaf plot above. 12 clubs have at least 30 members but fewer than 100 members.",
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"data": "A Girl Scout troop recorded how many boxes of cookies they sold each day for a week. According to the table, what was the rate of change between Wednesday and Thursday?",
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"data": "Plug the numbers into the formula for rate of change and simplify.\nRate of change\n = \\frac{change in value}{change in time}\n = \\frac{23 boxes - 27 boxes}{1 day}\n = \\frac{-4 boxes}{1 day}\n = -4 boxes per day\nThe rate of change between Wednesday and Thursday was - 4 boxes per day.",
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"data": "Each locker has 5 soccer balls. How many soccer balls are in 6 lockers?",
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"data": "Count by fives. Use the chart: there are 30 soccer balls in 6 lockers.",
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"data": "For Earth Day, Greenville High's environmental club tracked the number of seeds planted by its members. How many members planted at least 5 seeds?",
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"data": "Find the rows for 5 and 6 seeds. Add the frequencies for these rows.\nAdd:\n15 + 6 = 21\n21 members planted at least 5 seeds.",
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"data": "Clare counted the number of words per page in her new book. What is the largest number of words?",
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"data": "Look at the last row of the stem-and-leaf plot. The last row has the highest stem. The stem for the last row is 4.\nNow find the highest leaf in the last row. The highest leaf is 2.\nThe largest number of words has a stem of 4 and a leaf of 2. Write the stem first, then the leaf: 42.\nThe largest number of words is 42 words.",
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"data": "Each restaurant has 2 waiters. How many waiters are in 6 restaurants?",
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"data": "Count by twos. Use the chart: there are 12 waiters in 6 restaurants.",
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"data": "The members of the cycling club compared how many miles they biked last week. What is the range of the numbers?",
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"data": "Read the numbers from the table.\n25, 29, 27, 22, 24, 21, 26, 25\nFirst, find the greatest number. The greatest number is 29.\nNext, find the least number. The least number is 21.\nSubtract the least number from the greatest number:\n29 − 21 = 8\nThe range is 8.",
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"data": "Mr. Henson, a track coach, recorded the sizes of all the nearby track teams. How many teams have exactly 37 members?",
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"data": "For the number 37, the stem is 3, and the leaf is 7. Find the row where the stem is 3. In that row, count all the leaves equal to 7.\nYou counted 1 leaf, which is blue in the stem-and-leaf plot above. 1 team has exactly 37 members.",
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"data": "What is the total cost for 1/4 of a kilogram of crab meat?",
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"data": "Find the cost of the crab meat. Multiply the price per kilogram by the number of kilograms.\n$3 × \\frac{1}{4} = $3 × 0.25 = $0.75\nThe total cost is $0.75.",
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"data": "The librarian at the public library counted the number of books on each shelf. How many shelves have fewer than 49 books?",
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"data": "Count all the leaves in the rows with stems 1, 2, and 3.\nIn the row with stem 4, count all the leaves less than 9.\nYou counted 16 leaves, which are blue in the stem-and-leaf plots above. 16 shelves have fewer than 49 books.",
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{
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"data": "A coffee shop monitored the number of cups of coffee sold each day. On which day did the shop sell the most cups?",
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"data": "Find the greatest number in the table. Remember to compare the numbers starting with the highest place value. The greatest number is 353.\nNow find the corresponding day. Thursday corresponds to 353.",
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"data": "The research department of a board game company surveyed some shoppers at a local mall. The team asked shoppers how often they read the newspaper, among other questions. Then the team played a memory card game with the shoppers. They recorded how many cards each shopper remembered. What is the probability that a randomly selected shopper reads the newspaper 1-2 times a week and remembered 1-3 cards? Simplify any fractions.",
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"data": "Let A be the event \"the shopper reads the newspaper 1-2 times a week\" and B be the event \"the shopper remembered 1-3 cards\".\nTo find the probability that a shopper reads the newspaper 1-2 times a week and remembered 1-3 cards, first identify the sample space and the event.\nThe outcomes in the sample space are the different shoppers. Each shopper is equally likely to be selected, so this is a uniform probability model.\nThe event is A and B, \"the shopper reads the newspaper 1-2 times a week and remembered 1-3 cards\".\nSince this is a uniform probability model, count the number of outcomes in the event A and B and count the total number of outcomes. Then, divide them to compute the probability.\nFind the number of outcomes in the event A and B.\nA and B is the event \"the shopper reads the newspaper 1-2 times a week and remembered 1-3 cards\", so look at the table to see how many shoppers read the newspaper 1-2 times a week and remembered 1-3 cards.\nThe number of shoppers who read the newspaper 1-2 times a week and remembered 1-3 cards is 4.\nFind the total number of outcomes.\nAdd all the numbers in the table to find the total number of shoppers.\n2 + 4 + 2 + 3 = 11\nFind P(A and B).\nSince all outcomes are equally likely, the probability of event A and B is the number of outcomes in event A and B divided by the total number of outcomes.\nP(A and B) = \\frac{# of outcomes in A and B}{total # of outcomes}\n = \\frac{4}{11}\nThe probability that a shopper reads the newspaper 1-2 times a week and remembered 1-3 cards is \\frac{4}{11}.",
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"data": "For a math assignment, Greta researched the scores of the people competing on her favorite quiz show. How many people scored fewer than 79 points?",
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"data": "Count all the leaves in the rows with stems 1, 2, 3, 4, 5, and 6.\nIn the row with stem 7, count all the leaves less than 9.\nYou counted 16 leaves, which are blue in the stem-and-leaf plots above. 16 people scored fewer than 79 points.",
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"data": "Tori counted the number of peanuts in each bag of trail mix. How many bags had at least 62 peanuts?",
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"data": "Find the row with stem 6. Count all the leaves greater than or equal to 2.\nCount all the leaves in the rows with stems 7, 8, and 9.\nYou counted 5 leaves, which are blue in the stem-and-leaf plots above. 5 bags had at least 62 peanuts.",
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"data": "How much would it cost to buy 0.3 pounds of pecans?",
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"data": "Find the cost of the pecans. Multiply the price per pound by the number of pounds.\n$7 × 0.3 = $2.10\nIt would cost $2.10.",
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"data": "Some dealerships compared their vehicle sales. What is the mean of the numbers?",
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"data": "Read the numbers from the table.\n78, 83, 84, 68, 70, 82, 74, 93\nFirst, count how many numbers are in the group.\nThere are 8 numbers.\nNow add all the numbers together:\n78 + 83 + 84 + 68 + 70 + 82 + 74 + 93 = 632\nNow divide the sum by the number of numbers:\n632 ÷ 8 = 79\nThe mean is 79.",
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"data": "Each bowl has 5 cherries. How many cherries are in 6 bowls?",
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"data": "Count by fives. Use the chart: there are 30 cherries in 6 bowls.",
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"data": "Look at the following schedule. When does the canoe trip begin?",
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"data": "Find the canoe trip on the schedule. Find the beginning time for the canoe trip.\ncanoeing: 7:25 A. M.",
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"data": "Simon counted the number of pieces of pepperoni on each pizza he made. How many pizzas had fewer than 33 pieces of pepperoni?",
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"data": "Count all the leaves in the rows with stems 1 and 2.\nIn the row with stem 3, count all the leaves less than 3.\nYou counted 15 leaves, which are blue in the stem-and-leaf plots above. 15 pizzas had fewer than 33 pieces of pepperoni.",
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"data": "Curious about people's recycling behaviors, Brody put on some gloves and sifted through some recycling and trash bins. He kept count of the plastic type of each bottle and which bottles are properly dispensed. What is the probability that a randomly selected bottle is made of plastic #4 and is incorrectly placed? Simplify any fractions.",
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"data": "Let A be the event \"the bottle is made of plastic #4\" and B be the event \"the bottle is incorrectly placed\".\nTo find the probability that a bottle is made of plastic #4 and is incorrectly placed, first identify the sample space and the event.\nThe outcomes in the sample space are the different bottles. Each bottle is equally likely to be selected, so this is a uniform probability model.\nThe event is A and B, \"the bottle is made of plastic #4 and is incorrectly placed\".\nSince this is a uniform probability model, count the number of outcomes in the event A and B and count the total number of outcomes. Then, divide them to compute the probability.\nFind the number of outcomes in the event A and B.\nA and B is the event \"the bottle is made of plastic #4 and is incorrectly placed\", so look at the table to see how many bottles are made of plastic #4 and are incorrectly placed.\nThe number of bottles that are made of plastic #4 and are incorrectly placed is 4.\nFind the total number of outcomes.\nAdd all the numbers in the table to find the total number of bottles.\n5 + 5 + 6 + 4 = 20\nFind P(A and B).\nSince all outcomes are equally likely, the probability of event A and B is the number of outcomes in event A and B divided by the total number of outcomes.\nP(A and B) = \\frac{# of outcomes in A and B}{total # of outcomes}\n = \\frac{4}{20}\n = \\frac{1}{5}\nThe probability that a bottle is made of plastic #4 and is incorrectly placed is \\frac{1}{5}.",
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