Maths-
General
Easy

Question

Stay fit gym charges a membership fee of straight $ 75.They Offer karate classes for an additional fee.

a) How many classes could members and non members take before they pay the same amount?

hintHint:

Given the membership fee and different per class costs.
a)let the no.of classes at which they pay same be n
Find the cost for member and non member students at n class and equate them to get the value of n.
Ans :- a) 15 classes

The correct answer is: members and non members take 15 classes before they pay the same amount.


    Explanation :-
    a) let the no.of classes at which they pay same be n
    Step 1:- Find the cost for member and non member students at n class
    Given ,membership fee of $75 ; no.of class be n and cost for members per class = $3
    The total cost for membership students = membership fee + (no.of classes)×(cost per class)
    The  total cost for membership students = $75 + (n) × ($3) = 3n + 75
    For non member students ,cost per class = $ 8 and no.of classes be n
    The  total cost for  non membership students = no.of classes × cost per class
    The  total cost for  non membership students =n × $ 8 = 8n
    Step 2:- equate both total costs to get the value of n.
    3 n plus 75 equals 8 n not stretchy rightwards double arrow 8 n minus 3 n equals 75
    5 n equals 75
    ∴ n = 15
    ∴members and non members take 15 classes before they pay the same amount.

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