Question

If diagonal s of a rhombus are 20 m and 48m then each side of rhombus equals to

Answer 1

Step-by-step explanation:

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Answer 2

Answer:

26cm

Step-by-step explanation:

The diagonals of rhombus = 20m & 48m

as the diagonal bisect each other  at 90°

therefore , BE = DE = 10m & AE = CE = 24m

In Δ ADE

∠AED = 90° , AE= 24cm , DE = 20m

therefore,  AD² = AE²+DE²

       =>  AD² = 24²+10²

       =>  AD²= 576 +100 = 676

       => AD = $\sqrt{676}$ = 26cm

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