In the adjoining figure a die is thrown it lands in the interior of the circle. What is the probability that the die will land in the shaded region??
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Since the circle has divided into mainly two parts that is a square having a diagonal and rest partd of the circle are shaded.
So total no. of favourable outcomes =2
And no. of trial=1
So probability (die will land in shaded) region=1/2
So total no. of favourable outcomes =2
And no. of trial=1
So probability (die will land in shaded) region=1/2
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Answer:
10.28/28.28
Step-by-step explanation:
ABCD is a square. its diagonal is 6m
by pythagoras theorem,
AB²+BC²=AC²
X²+X²=6²
2X²=36
X=√18
area of square = X²
=[√18]²
=18
area of circle=πr²
=22/7*3*3
=28.28
probability=area of shaded region/area of circle
=28.28-18/28.28
=10.28/28.28
=0.3635...
=
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