If side z is 4/3 of side x and side y is 7/8 of side z, what is the ratio of y to x?

Answer:

7 : 6

explaination:

To find the ratio of y to x, we start with the relationships given in the problem. We know that side z is 4/3 of side x, which can be expressed as z = (4/3)x. Next, we know that side y is 7/8 of side z, so we can express y as y = (7/8)z. By substituting the expression for z into the equation for y, we get y = (7/8)(4/3)x. Simplifying this gives us y = (7/6)x. Therefore, the ratio of y to x is 7:6, meaning for every 7 units of y, there are 6 units of x.

Topic: Geometry, Ratios in Triangles

Tags: geometry ratios triangles mathematics

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If side z is 4/3 of side x and side y is 7/8 of side z, what is the ratio of y to x?

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