5. What is the ratio of hearts to stars? A. 4:9 B. 5:9 C. 5:4 D. 4:5 а 6. In a basketball game, Anton made 5 shots in 7 tries. What is the ratio of the number of tries to the number of shots he missed? A. 7:2 B. 7:5 C. 5:7 D. 5:2 7. A recipe calls for 4 tbsp of sugar to 10 tbsp of baking powder. What is the ratio in simplest form of the number of tbsp. of baking powder to the number of tbsp. of sugar in this recipe? A. 2 to 5 B. 2 to 3 C. 5 to 2 D. 3 to 1 8. Which statement is true about proportion? A. The product of the means is greater than the product of the extremes. B. The product of the extremes is greater than the product of the means. C. The product of the means is equal to the product of the extremes. D. The product of the 1st ratio is equal to the product of the 2nd ratio. D. 36:12 = 9:4 9. Which of the following ratios are proportion? A. 5:6 = 6:5 B. 4:12 = 1:3 C. 10:8 = 4:5 10. Which ratios make up a proportion? 15 3 4 12 9 6 A. B.- C. 6 2 5 15 21 7 10 2 D. 16 8
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5. What is the ratio of hearts to stars? A. 4:9 B. 5:9 C. 5:4 D. 4:5 а 6. In a basketball game, Anton made 5 shots in 7 tries. What is the ratio of the number of tries to the number of shots he missed? A. 7:2 B. 7:5 C. 5:7 D. 5:2 7. A recipe calls for 4 tbsp of sugar to 10 tbsp of baking powder. What is the ratio in simplest form of the number of tbsp. of baking powder to the number of tbsp. of sugar in this recipe? A. 2 to 5 B. 2 to 3 C. 5 to 2 D. 3 to 1 8. Which statement is true about proportion? A. The product of the means is greater than the product of the extremes. B. The product of the extremes is greater than the product of the means. C. The product of the means is equal to the product of the extremes. D. The product of the 1st ratio is equal to the product of the 2nd ratio. D. 36:12 = 9:4 9. Which of the following ratios are proportion? A. 5:6 = 6:5 B. 4:12 = 1:3 C. 10:8 = 4:5 10. Which ratios make up a proportion? 15 3 4 12 9 6 A. B.- C. 6 2 5 15 21 7 10 2 D. 16 8