84 students who took the achievement test last Oct. 2020 If the mean is 88, s = 2.50. how many students scored above the mean?
P(X>88)=1−P(X<88)=1−P(Z<88−882.5)=1−P(Z<0)=1−0.5=0.5n=84Expected=np=84×0.5=42P(X>88) = 1-P(X<88) \\ = 1 -P(Z< \frac{88-88}{2.5}) \\ = 1 - P(Z<0) \\ = 1 -0.5 \\ = 0.5 \\ n=84 \\ Expected = np = 84 \times 0.5 = 42P(X>88)=1−P(X<88)=1−P(Z<2.588−88)=1−P(Z<0)=1−0.5=0.5n=84Expected=np=84×0.5=42
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