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Sheldon gets paid $4 per hour to babysit his cousin. This weekend, he babysat on both Saturday and Sunday. He made a total of $56. Sheldon babysat for 8 hours on Sunday. For how many hours did he babysit on Saturday?

Let \( x \) be the number of hours spent babysitting on Saturday.

Answer :

Sheldon babysat for 6 hours on Saturday, which we determined by setting up an algebraic equation using the total earnings for the weekend ($56) and his hourly rate ($4 per hour).

Sheldon babysat for a total of 8 hours on Sunday and made $56 over the weekend. Assuming he gets paid $4 per hour, we can find out how many hours he babysat on Saturday using a simple algebraic equation. Let x equal the hours Sheldon spent babysitting on Saturday. The total money made for babysitting over both days can be represented as:

4x (Saturday earnings) + 4(8) (Sunday earnings) = $56 (Total earnings)

Simplifying that, we get:

4x + 32 = 56

Now, we subtract 32 from both sides to solve for x:

4x = 56 - 32

4x = 24

Dividing both sides by 4 gives us:

x = 6

So, Sheldon babysat for 6 hours on Saturday.

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