A random variable, Z, which has mean 0 and standard deviation 1, find (1) p(z>1.2) (2) p(-2.0<z<2.0) (3) p(-1.2<z<1.0)
(1) P(Z>1.2)=1−P(Z<1.2)=0.1151.P(Z>1.2)=1-P(Z<1.2)=0.1151.P(Z>1.2)=1−P(Z<1.2)=0.1151.
(2) P(−2.0<Z<2.0)=P(Z<2)−P(Z<−2.0)=0.9544.P(-2.0<Z<2.0)=P(Z<2)-P(Z<-2.0)=0.9544.P(−2.0<Z<2.0)=P(Z<2)−P(Z<−2.0)=0.9544.
(3) P(−1.2<Z<1.0)=P(Z<1.0)−P(Z<−1.2)=0.7262.P(-1.2<Z<1.0)=P(Z<1.0)-P(Z<-1.2)=0.7262.P(−1.2<Z<1.0)=P(Z<1.0)−P(Z<−1.2)=0.7262.
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