Mickey went to Donald Dee's to buy 75 milkshakes for his party. Each milkshake cost the same integer amount of cents. In total, Mickey spent at least $124.00 on milkshakes. What is the smallest possible cost (in cents) of a milkshake?
Details and assumptions
There is no tax.
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Did I mess up with the rounding, my answer was coming 165 cents !
ok
124 divide by 75
I DONT KNOW ABOUT THE MEANING OF CENT
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@SAMBA SIVA One dollar is equivalent to 100 cents
As he spends at least $124.00 on 75 milkshakes then the smallest price he pays for each milkshake is ((124 / 75) = (1.6533333)) but you cannot spend a third of a cent so its gets rounded up to 166.
ok ! I got it
but you can spend 165 cents per milkshake.. and keep that 25 cents with yourself..
75 * x ≥ 12400
x ≥ 12400/75 = 165.33333 = 166 (Rounded up because of > sign.)
Process:
75 * x ≥ 12400
x ≥ 12400/75 = 165.33333 = 166 (Rounded up because of > sign.)
1 dollar = 100 cents... 124 dollars=12400 cents... 12400 / 75=165.35 something..! so...smallest possible cost is 166 cents!
12400/75=165,3333333.... we need integer so the smallest possible cost is 166 (in cents)
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$1 = 100 cents.
So, $124.00 = 12400 cents.
Smallest possible cost of a milkshake = 12400/75