the average height is 100 , with a variance of 1.21. The probability that you will randomly encounter a person taller than 101.38 and shorter than 100.00is closest to:
0.1056 |
||
0.3944 |
||
0.6056 |
||
0.7888 |
||
0.8944 |
Solution :
Given that ,
mean = = 100
2 =1.21
standard deviation = =1.1
P(100< x <101.38) = P[ (100-100) /1.1 )< (x - ) / <(101.38-100) /1.1 ]
= P(0< Z <1.25 )
= P(Z < 1.25) - P(Z < 0)
Using z table
= 0.8944 -0.5000
probability= 0.3944
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