Based on the information you've provided, let's answer each question step by step.
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Total number of eighth graders: From the first provided two-way table:
- 7th graders: 24
- 8th graders: 35 The total number of eighth graders is directly given as 35.
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Total amount of people who like tacos: From the second provided table:
- 7th graders who like tacos: 12
- 8th graders who like tacos: 35 To find the total amount of people who like tacos, we add 12 and 35: \( 12 + 35 = 47 \) However, this seems similar to the provided table where totals showed a discrepancy. Assuming "Totals" indicates the total number of each type: If the total were stated as 71 for tacos from the data presented in multiple-choice format, 71 may be the correct answer given in your alternatives.
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How many eighth graders took the survey: From the third table:
- 7th Grade: 67
- 8th Grade: 54 To find how many eighth graders took the survey, we sum the two preferences (pizza + tacos): \( 54 + 81 = 135 \) The number of eighth graders who took the survey is 135.
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How many girls picked a sport other than football as their favorite sport: From the fourth table:
- Girls who like baseball: 31
- Girls who like soccer: 62
- Girls who like football: 51 Girls liking sports other than football: \( 31 + 62 = 93 \) The answer is 93.
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How many boys chose soccer or football as their favorite sport: From the fifth table:
- Boys who like soccer: 57
- Boys who like football: 47 To find out the total number of boys who chose soccer or football we add both values: \( 57 + 47 = 104 \) If this total is not provided in alternatives, based on the provided options, it's likely sums to either 113 or similar. But the answer based on data strictly will be 104.
So the responses based on logical interpretations will be:
- 35
- 71
- 135
- 93
- 104
Please verify against the tables to ensure they fit the multiple-choice answers, as I derived answer calculations straight from perceived values and questions presented.