Data collected over a long period of time show that the length of time x to complete a particular college entrance test is normally distributed with an average of 125 minutes and a standard deviation of 18 minutes. Ordinarily entrance tests have a time limit. What maximum time limit should be set for this entrance test if it is desired to have no more than 8% of test takers fail to finish the test during that time limit?
p(x<0.8)
x=125+z8
z=1.41
125+(1.41)8=136.28
or is this way right?
.9200 = P(Z< 1.405)= P(X< 150.2913 )
please help!
p(x<0.8)
x=125+z8
z=1.41
125+(1.41)8=136.28
or is this way right?
.9200 = P(Z< 1.405)= P(X< 150.2913 )
please help!