This is a binomial distribution with n=9, p=0.86.
1) P(X=3)=C930.863(1−0.86)9−3=0.0004.P(X=3)=C_9^30.86^3(1-0.86)^{9-3}=0.0004.P(X=3)=C930.863(1−0.86)9−3=0.0004.
2) P(X>5)=Σi=69P(X=i)=Σi=69C9i0.86i(1−0.86)9−i=0.9731.P(X>5)=\Sigma_{i=6}^9 P(X=i)=\Sigma_{i=6}^9C_9^i0.86^i(1-0.86)^{9-i}=0.9731.P(X>5)=Σi=69P(X=i)=Σi=69C9i0.86i(1−0.86)9−i=0.9731.
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