With a mean weight of 40 pounds and standard deviation of 1.3 pounds, Marlons weight is given as 41.7 pounds.
Mean weight = u = 40
standard deviation = 1.3 pounds
We have to solve for z
z = x-u/sd
Using the normal distribution table
z = 1.282
We have to put in the formula in the equation
[tex]1.282 = \frac{x-40}{1.3}[/tex]
1.282*1.3 = x-40
1.666 = x- 40
collect like terms
x = 40+1.666
= 41.7
Therefore Marlon weighs 41.7 pounds
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