In this figure , if AOB = 90° , AC = BC , OA=10 cm and OC =13 cm . The area of AOB is
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Step-by-step explanation:
Given ∠AOB=90
∘
,AC=BC,OA=10cm,OC=13cm
Since AC=BC, C is the midpoint of AB
In right angled triangle the mid-point of the hypotenuse is equidistant from the vertices.
∴OC=CA=CB
⇒AC=CB=13cm
⇒AB=AC+CB=13+13=26cm
In right triangle AOB, (AB)
2
=(OA)
2
+(OB)
2
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