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This document presents a series of mathematical problems covering various topics including rates of travel, cost comparisons among taxicab companies, calculations involving the area of squares, and the speed of knitting hats by different individuals. Each problem presents multiple-choice answers and requires analysis of given data to arrive at the correct conclusion. Suitable for students and anyone looking to practice their math skills, these problems promote logical reasoning and analytical thinking.
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WeekDay 15 1 Which rate is approximately equal to 60 mi/h? A. 0.03 km/h C. 37.5 km/s D. B. 88 ft/min 0.03 km/s
WeekDay 15 2 The cost that taxicab companies charge per ride is shown on the graph. Company A costs less than Company B when the when the ride lasts A. less than 1 minute. less than 2 minutes. B. C. exactly 2 minutes. D. more than 2 minutes.
WeekDay 15 3 Between which two integers does the side length of the square lie? Area = 51 square units A. 7 and 8 8 and 9 B. C. 9 and 10 D. 11 and 12
WeekDay 15 4 Kendall can knit 3 hats in 8 hours. Rhonda can knit 2 hats in 4 hours. Meghan can knit hat in hours. Jordan can knit hat in 30 minutes. Who knits hats fastest? A. Kendall Rhonda B. C. Meghan D. Jordan
WeekDay 15 5 Mary bought 8 tickets to a hockey game for $19.20. How much would 10 tickets cost? A. $21.60 $24.00 B. C. $29.20 D. $32.00