Donald's Donuts

Algebra Level 2

Donald Donuts is having a sale on donuts. For every 5 donuts that you buy, you get 1 free. If Mickey wants to have 200 donuts for a party, how many must he buy?

Details and assumptions

Note: If Micky buys 1000 donuts, he only gets 200 free donuts. He does not get another 40 free donuts because of the 200 free donuts.


The answer is 167.

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1 solution

Arron Kau Staff
May 13, 2014

Solution 1: If Mickey bought 165 donuts, he will get 165 5 = 33 \frac {165}{5} = 33 free, for a total of 198. Hence, he must buy 167, along with the 33 free, to get a total of 200.

Solution 2: If Mickey received 20% of each donut extra, he will get 120% of what he purchased. Observe that 200 120 % × 100 % 166 2 3 \frac {200}{120\%} \times 100\% \approx 166 \frac {2}{3} , which would make a good place to start guessing. We check that with 167 donuts, he will receive 33 free donuts, making a total of 200.

5x + x = 200 (let x is the free he is getting) 6x = 200 or x = 33.33 Therefore he has to buy 33.33 X 5 = 166.66 which cannot be fraction and has to be 167 to fullfill 200

Rakibul Raihan - 5 years, 4 months ago

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Can you help me understand what made you multiply the first result by 5?

Ahmed Hammami - 5 years, 2 months ago

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