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| Question 1004368:  Hi.
 there are 2 classes with an average of 62. One class of 36 students has an avg of 50 and the other class has an avg of 80. How many students are in the other class?
 I know the answer is 24 but I am not sure why.
 Can someone please tell me the steps to solve this.
 Thanks.
 Found 2 solutions by  MathTherapy, ikleyn:
 Answer by MathTherapy(10556)
      (Show Source): 
You can put this solution on YOUR website! Hi. there are 2 classes with an average of 62. One class of 36 students has an avg of 50 and the other class has an avg of 80. How many students are in the other class?
 I know the answer is 24 but I am not sure why.
 Can someone please tell me the steps to solve this.
 Thanks.
 
 Let number of students in the other class, be NThen total scores for this class is: 80N
 Total scores for 36-student class: 36(50), or 1,800
 Total number of students in both classes = N + 36
 We then get the following SCORES equation: 80N + 1,800 = 62(N + 36)
 80N + 1,800 = 62N + 2,232
 80N – 62N = 2,232 – 1,800
 18N = 432
 N, or number of students in other class =
  , or  Answer by ikleyn(52878)
      (Show Source): 
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