An isosceles right triangle has area 4 sq. cm. the length of its hypotenuse is
a. √32
b. √16
c. √48
d. √24
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Answer:
√16
Step-by-step explanation:
area of ∆ =1/2*b*h
area of iso ∆=1/2*b*b
4=1/2*b²
8=b²
√8=b
now find hypotenuse,
AC²=AB²+BC²
AC²=√8²+√8²
AC²=8+8=16
AC=√16
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