On rainy mornings, Mo drinks exactly N cups of hot chocolate (assume that N is an integer).

On rainy mornings, Mo drinks exactly N cups of hot chocolate (assume that N is an integer). On mornings that are not rainy, Mo drinks exactly 5 cups of tea. Last week Mo drank a total of 22 cups of tea and hot chocolate together. If during that week Mo drank 8 more tea cups than hot chocolate cups, then how many rainy days were there last week?

Quiz

Answer/Solution

4

Steps/Work

T= the number of cups of tea
C= the number of cups of hot chocolate
T+C = 22 T-C=8 -> T= 15. C=7.
Mo drinks 5 cups of tea a day then number of days that are not rainy = 15/5 = 3
So number of rainy days = 7-3 = 4
B is the answer.

General Calculator / Auto Solver

On rainy mornings, mo drinks exactly n cups of hot chocolate ( assume that n is an integer ). On mornings that are not rainy, mo drinks exactly cups of tea. Last week mo drank a total of cups of tea and hot chocolate together. If during that week mo drank more tea cups than hot chocolate cups, then how many rainy days were there last week?

Calculated Answer

4

Step by Step Solution

In order to solve problem, you must evaluate 3 + 4 - ((n1 + n2) / 2) / n0.

n0 =5
n1 =22
n2 =8