Math, asked by unnatikhairnar, 3 months ago

The area of rhombus is 966 sq.cm. If the length of one of its daigonals is 46cm , find the length of one of its doigonals is 46cm, find the length of the other daigonal.

Answers

Answered by thejaaswany

Answer:

area of rombus = 1/2*product of diagonal 966=1/2*46*n (Let other diagonal) 966=23*n n=966/23=42 The length of other diagonal is 42 Step-by-step explanation: Pls mark me as brainist

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The area of rhombus is 966 sq.cm. If the length of one of its daigonals is 46cm , find the length of one of its doigonals is 46cm, find the length of the other daigonal.​

Answers

The area of rhombus is 966 sq.cm. If the length of one of its daigonals is 46cm , find the length of one of its doigonals is 46cm, find the length of the other daigonal.