Answer:
Each students will get 3 tickets and 2 brownies .
Explanation:
Given as :
The total number of tickets issued for the school dance = 64
The number of brownies ordered for refreshment table = 96
Let the number of tickets given to each student = x
And The number of brownie given to each student = y
Now,
According to question
The tickets and brownies is distributed equally among students
So , Now, consider the tickets and brownies = n
Or,
-
= 1
Or, Taking LCM we get
= 1
Or,
= 1
∴ n = 192
Now,
The number of tickets given to each student = x =
![(192)/(64)](https://img.qammunity.org/2020/formulas/mathematics/middle-school/nmdicjurf14anxn5taxyq0co8pzhdmmcht.png)
I.e x = 3
And The number of brownie given to each student = y =
![(192)/(96)](https://img.qammunity.org/2020/formulas/mathematics/middle-school/y8ka1stw30g986s4jucgtxaeqir31ash1u.png)
I.e y = 2
Hence Each students will get 3 tickets and 2 brownies . Answer