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Points A and B lie on a circle centered at point O. If OA = 5 and length of ABowncircumference=14, what is the area of sector AOB? Use the value π = 3.14, and choose the closest answer.
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From Geometry, we know that, if an arc (i.e., part of circumference of a circle) of length s subtends an angle of measure #theta# (in radian) at the centre of the circle with radius r, then,\
Here, we are given that, \
\[:. \theta=s/r=14/5=2.8radian.\]
Now, area of sector\[AOB=1/2*r ^{2}\theta=(0.5)(5^{2})(2.8)=35sq.unit.\]
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