What is the probability that an adult’s weight is in between 55-65kg?
The weights of a normally distributed group of adults participating in a fitness test has an average of 60kg and a standard deviation of 8kg.
a. What is the probability that an adult’s weight is in between 55-65kg?
Here, Mean("\\mu" )= 60
Standard Deviation("\\sigma" )= 8
Using the formula "z=\\dfrac{x-\\mu}{\\sigma}"
"z_1=\\dfrac{55-60}{8}=-0.625"
and "z_2= \\dfrac{65-60}{8}=0.625"
Hence, P(-0.625<z<0.625)= 0.4714
Comments
Leave a comment