A rhombus has sides of length 7 cm. One of its diagonals is 10 cm long. Find the lengths of the other diagonal.
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Theorem : 4 x side² = diagonal 1² + diagonal 2²
: 4 x 7² = 10 x 10 + x²
: 784 = 100 + x²
: 784 - 100 = x²
: 684 = x²
: x = √684
: approx 26.15 = x
: 4 x 7² = 10 x 10 + x²
: 784 = 100 + x²
: 784 - 100 = x²
: 684 = x²
: x = √684
: approx 26.15 = x
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let the diagonal be x
As per formula 4×7²=10² + x²
⇒ 196=100+x²
⇒ x²=96
x=√96
length of other diagonal is√96
As per formula 4×7²=10² + x²
⇒ 196=100+x²
⇒ x²=96
x=√96
length of other diagonal is√96
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