Answer:there were 100 adults and 350 children tickets sold .
Explanation:
Step 1
let number of adult tickets sold be represented as x
and that of children be y
such that the total number of adult and children who attended the center will be expressed as
x+ y = 450------equation 1
and the total cost of tickets sold can be expressed as
4x+ 1.50 y= 925,...equation 2
Step 2--Solving
x+ y = 450------eqn1
4x+ 1.50 y= 925,...eqn 2
By elimination method , Multiply equation 1 by 4 and subtract equation 2 from the new equation formed
4x+ 4y= 1800 ----- eqn 3
-4x+ 1.50 y= 925 eqn 2
2.5y=875
y= 875/2.5
y=350
to fnd x
x+ y= 450
x= 450- 350
x= 100
Therefore there were 100 adults and 350 children tickets sold .