the ratio of the lengths

  1. Suppose you find the ratio of the lengths of adjacent sides two sides that meet a vertex in a rectangle. This ratio is
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    2. Alexa asked by Alexa
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  2. Suppose you find the ratio of the lengths of adjacent sided two sides that meet at a vertex in a rectangle. This ratio is
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    2. Lex asked by Lex
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  3. a) The ratio of the lengths of the sides of two squares is 1:4. What is the ratio of the are of the two squares?b) The ratio of
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    2. Anonymous asked by Anonymous
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  4. If the length of the sides of two similar triangles are in the ratio 3:4, what is the ratio of the lengths of a pair of
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    2. CJ asked by CJ
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  5. The ratio of the corresponding side lengths of two rectangular tables is 4:5. What is the ratio of the perimeters? What is the
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    2. Bobby asked by Bobby
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  6. the perimeter of a angle is 40 inches the ratio of lengths is 3:4:6: find the shortest side lengths
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    2. jose asked by jose
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  7. right triangle ABC has side lengths AB=7, BC=24, and AC=25. A second right triangle, A'B'C', has side lengths of 50, 14, and 48.
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  8. Ok. The question is 'How does the ratio of two side lengths within one figure compare to the ratio of the corresponding side
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    2. chelsea asked by chelsea
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  9. The figures are similar. The ratio of the lengths of their corresponding sides is 45:25, or 9:5. Find the ratio of their
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    2. taylor asked by taylor
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  10. right triangle ABC has side lengths AB=7, BC=24, and AC=25. A second right triangle, A'B'C, has side lengths of 50, 14, and 48.
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