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For each of two rectangles, the ratio of the rectangle’s length to its width is 10 to 7. The width of rectangle  is 19.7 times the width of rectangle Y. How does the length of rectangle  compare to the length of rectangle ?16 Mark For ReviewA) The length of rectangle  is 0.7 times the length of rectangle B) The length of rectangle  is 1.43 times the length of rectangle C) The length of rectangle  is 19.7 times the length of rectangle D) The length of rectangle  is 28.14 times the length of rectangle

Question

For each of two rectangles, the ratio of the rectangle’s length to its width is 10 to 7. The width of rectangle  is 19.7 times the width of rectangle Y. How does the length of rectangle  compare to the length of rectangle ?16 Mark For ReviewA) The length of rectangle  is 0.7 times the length of rectangle B) The length of rectangle  is 1.43 times the length of rectangle C) The length of rectangle  is 19.7 times the length of rectangle D) The length of rectangle  is 28.14 times the length of rectangle

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Solution

The length of rectangle X is 19.7 times the length of rectangle Y. This is because the ratio of the length to the width is the same for both rectangles (10:7), and the width of rectangle X is 19.7 times the width of rectangle Y. Therefore, the length of rectangle X is also 19.7 times the length of rectangle Y. So, the correct answer is C) The length of rectangle X is 19.7 times the length of rectangle Y.

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