Asked by todd
Mr.Williams bought 30 muffins and pies. Each muffin cost 2.50 dollars and each pie cost 4.50$. The pies cost 9$ more than the muffins. How many of each item did he buy?
Answers
Answered by
M̶a̶t̶h̶G̶e̶n̶i̶u̶s̶
Help on Mine? :)
Answered by
M̶a̶t̶h̶G̶e̶n̶i̶u̶s̶
14 muffins and 16 Pies.
Answered by
todd
sure but how do you get to that answer please
Answered by
M̶a̶t̶h̶G̶e̶n̶i̶u̶s̶
First divide it by 2 next,there is a $9 difference so it’s 2 pies, We Minus One from…..
Solve the rest by ur own pls I want u to think
Solve the rest by ur own pls I want u to think
Answered by
todd
interesting but wrong answer :D
it's 18 muffins and 12 pies
it's 18 muffins and 12 pies
Answered by
M̶a̶t̶h̶G̶e̶n̶i̶u̶s̶
I Am Very Sorry I see Now I made a mistake when Doing the $9 difference. I’ll explain later :(
Answered by
mathhelper
number of pies --- x
number of muffins = 30-x , since the total is 30
cost of pies = 4.5x
cost of muffins = 2.5(30-x)
4.5x - 2.5(30-x) = 9 , the difference in the cost is 9
4.5x - 75 + 2.5x = 9
7x = 84
x = 12
so he bought 12 pies and 18 muffins
number of muffins = 30-x , since the total is 30
cost of pies = 4.5x
cost of muffins = 2.5(30-x)
4.5x - 2.5(30-x) = 9 , the difference in the cost is 9
4.5x - 75 + 2.5x = 9
7x = 84
x = 12
so he bought 12 pies and 18 muffins
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