Question

There were 360 children at a Carnival on Saturday. There were 4x as many children at Saturday’s Carnival than on Sunday’s. How many children were at Sunday’s Carnival?

A. 90 children
B. 72 children
C. 80 children
D. 120 children

Answer 1

There were 90 children at Sunday's Carnival. So the correct answer is (A) 90 children.

Explanation:

The problem states that there were 360 children at the Carnival on Saturday, and the number of children on Saturday was four times that of Sunday. To find the number of children on Sunday, we can set up an equation. Let x represent the number of children on Sunday.

The equation is given by:

4x = 360

To solve for x , divide both sides of the equation by 4:

`\[ x = (360)/(4) = 90 \]`

Therefore, 90 children were there at Sunday's Carnival, making option (A) the correct answer.

In the context of the problem, it makes sense that the number of children on Saturday is four times that of Sunday, as Saturday is typically a more popular day for events and activities. This scenario aligns with common expectations for attendance at weekend events.

In conclusion, the solution involves straightforward algebraic manipulation to determine the number of children on Sunday. The calculation is presented clearly, providing a step-by-step process for arriving at the correct answer of 90 children, So the correct answer is (A) 90 children.