Answer: The value of b = 0.99
The probability that a day requires more water than is stored in city reservoirs is 0.161.
Step-by-step explanation:
Given : Water use in the summer is normally distributed with

Standard deviation : 
Let x be the combined storage capacity requires by the reservoir on a random day.
Z-score : 

The probability that a day requires more water than is stored in city reservoirs is :
Hence, the probability that a day requires more water than is stored in city reservoirs is 0.161
The coefficients
could be chosen to be the coefficients in the Maclaurin series of
.
We have




It follows that
,
,
, and
.
I more or less have an understanding, but,
Factor out the GCF of 4x-3 from 5(4x-3)+x(4x-3)
Making it,
(4x-3)(5+x)
The least common multiple is 60