Find the length a diagonal of a rectangle having sides 11 cm and 60cm. Solve the following example.
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61 will be the answer
it follows Pythagoras triplet ,than diagonal become hypo.
11,60,61 will be the Pythagoras triplet
it follows Pythagoras triplet ,than diagonal become hypo.
11,60,61 will be the Pythagoras triplet
Answered by
1
In a rectangle, diagonal is the hypotenuse
P=11cm
B=60cm
∵H²=P²+B²
∴H²=(11)²+(60)²
H²=121+3600
H²=3721
√H²=√3721
H=61cm
∵H is the diagonal,
∴The diagonal of the rectangle with sides 11cm and 60cm is 61cm
P=11cm
B=60cm
∵H²=P²+B²
∴H²=(11)²+(60)²
H²=121+3600
H²=3721
√H²=√3721
H=61cm
∵H is the diagonal,
∴The diagonal of the rectangle with sides 11cm and 60cm is 61cm
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