After a 15% pay raise, Scott Walker now earns $27,600. What was his salary before the raise?
Answer: 27600=.15x*27600
x=4140
27600-4140=23,460
Is my answer correct?
No.
1.15x = 27,600
x = 27,600/1.15
x = 24,000
how are you 1.15 out of 15%
Your answer is incorrect. Let's go through the correct calculation together step by step.
To find Scott Walker's salary before the raise, we can set up the equation as follows:
Let's assume his salary before the raise is represented by "x."
After a 15% pay raise, his new salary becomes $27,600. This can be represented as:
x + 0.15x = 27,600
Combining like terms, we have:
1.15x = 27,600
To solve for x, we divide both sides of the equation by 1.15:
x = 27,600 / 1.15
Evaluating this division, we get:
x ≈ 23,913.04
So, Scott Walker's salary before the raise was approximately $23,913.04.
Therefore, your answer of $23,460 is incorrect. The correct answer is $23,913.04.