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P(Z<1) = ?
Lets see the empirical value of area under normal curve.
it says that P(1<Z<1) = .68
So, P(1<Z<1) = .68
P(Z<1) = 1- (P(Z>1)+P(Z<1))/2 = .68
2*P(Z<1) = .32 [P(Z>1) = P(Z<1), since normal distribution
is symmetrical]
P(Z<1) = .16
Answer is : the area under curve to the left of Z=1 is 0.16
Incorrect o.oo points out of 4.00 P Flag question Find the area under the standard normal...
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