Two Fifth grade classes raised money for their local goodwill charities. There are 20 students in class a. Each student raised $18. There are 24 students in class b. Each student in class b raised 2 times as much as each student in class a. The money raised went to two charity. One charity received three times as much as the other. How much money did each charity receive? Show your work and explain your answer.
I answered the first part of this problem here......http://web2.0calc.com/questions/two-fifth-grade-classes-raised-money-for-their-local-goodwill-charities-there-are-20-students-in-class-a-each-student-raised-18-there-ar
So...the total raised was $1224
And one charity received 3/4ths of this = $918
And to find what the other received, just subtract $918 from $1224....!!!
In class A: 20 students each raising $18.00: 20 x $18.00 = $XXX.XX
In class B: 24 students. Since each student raised twice as much money as each student in class A did, each student raised $18.00 x 2 or $YY.YY.
24 students each raising $YY.YY: 24 x $YY.YY = $ZZZ.ZZ
The two classes together raised $XXX.XX + $ZZZ.ZZ = $WWWW.WW
Since one charity received 3 times the other, one charity received 1/4 of the total while the other charity received 3/4 of the total. Find 1/4 and 3/4 of $WWWW.WW
I answered the first part of this problem here......http://web2.0calc.com/questions/two-fifth-grade-classes-raised-money-for-their-local-goodwill-charities-there-are-20-students-in-class-a-each-student-raised-18-there-ar
So...the total raised was $1224
And one charity received 3/4ths of this = $918
And to find what the other received, just subtract $918 from $1224....!!!