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Bunuel
Abby, Brandon, Cedric, and Deirdre are planning to attend a concert. If their friend Kim also goes with them, they will get a group discount on their tickets. If the total price of the tickets with the group discount is the same as the total price of the tickets without the group discount, how much is the discount?

A. 5%
B. 10%
C. 20%
D. 25%
E. 33%

We can create the equation in which p = the regular price and n = the percent of the discount:

5p(1 - n/100) = 4p

(100 - n)/100 = 4/5

5(100 - n) = 400

500 - 5n = 400

100 = 5n

n = 20 percent

Answer: C
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Tried solving this question by taking a number.

Lets say the cost of 4 tickets =100 Rs.
i.e. each ticket will cost 25 Rs.

Now after applying the group discount still the cost of tickets remain same but now for 5 folks. Hence each ticket is of 20 Rs.

Now, x% * 25= 20
x = 20*100/25 = 80%

Hence the discount is 100-80= 20%

Answer is C.
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Bunuel
Abby, Brandon, Cedric, and Deirdre are planning to attend a concert. If their friend Kim also goes with them, they will get a group discount on their tickets. If the total price of the tickets with the group discount is the same as the total price of the tickets without the group discount, how much is the discount?

A. 5%
B. 10%
C. 20%
D. 25%
E. 33%
­Let ticket price without discount per person is 25 , So total amount of 4 members is 25*4 = 100
Now, Considering same ticket price of 5 members amount spent is 100 and price/person will be 100/5 = 20

So, Discount will be (25-20)/25*100 = 20%, Answer must be (C)
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