Given ΔVXY and ΔVWZ, what is VW?

There is a right angle triangle XYV. The length of VY is 44. The point Z is on side VY and w is on point VX. The length of side ZY is 27.5 and WX is 36. The triangle WZV is right angle triangle inside the triangle XYV.

Question

14-06-2024
Mathematics

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Given ΔVXY and ΔVWZ, what is VW?

There is a right angle triangle XYV. The length of VY is 44. The point Z is on side VY and w is on point VX. The length of side ZY is 27.5 and WX is 36. The triangle WZV is right angle triangle inside the triangle XYV.

Sagot :

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Given ΔVXY and ΔVWZ, what is VW? There is a right angle triangle XYV. The length of VY is 44. The point Z is on side VY and w is on point VX. The length of side ZY is 27.5 and WX is 36. The triangle WZV is right angle triangle inside the triangle XYV.

Sagot :

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Given ΔVXY and ΔVWZ, what is VW?

There is a right angle triangle XYV. The length of VY is 44. The point Z is on side VY and w is on point VX. The length of side ZY is 27.5 and WX is 36. The triangle WZV is right angle triangle inside the triangle XYV.