The average number of minutes individuals spend on the computer during a day is 134 minutes and the standard deviation is 25 min
utes. The number of minutes individuals spend on the computer during a day is normally distributed. If one individual is randomly selected, find the probability that their average number of minutes spent on the computer is: a. More than 164 minutes
b. Less than 118 minutes
To get you answer multiply the length and width twice. Then the length and height twice. Then the width and height twice. And add it all up. 7* 1.25= 8.75 7* 1.25= 8.75 7*6.5= 45.5 7*6.5= 45.5 6.5*1.25=8.125 6.5*1.25=8.125
