An isosceles right triangle has area of 8 square cm find the length of its hypotenuse
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Answer:4√2 cm
Step-by-step explanation:
Let ABC be right angled isosceles triangle where angle B is 90.
Acc to qn AB=BC (reason: Hypotenuse is always the greatest side so the remaining sides should be equal in right angled isosceles triangle)
Area=8 cm square
or,1/2 * AB * BC=8
or,AB^2=16
or,AB=4 cm=BC
Hypotenuse=AC=√AB^2+BC^2 or,√4^2+4^2 =4√2 cm
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