Given the following one-step inequality with addition, what value would you subtract from both sides in orde to solve it?
x + 91 < 713
5 answers
You would subtract 91 from both sides of the inequality in order to solve it.
solve the problem
To solve the inequality, you need to subtract 91 from both sides:
x + 91 < 713
x + 91 - 91 < 713 - 91
x < 622
Therefore, the solution to the inequality x + 91 < 713 is x < 622.
x + 91 < 713
x + 91 - 91 < 713 - 91
x < 622
Therefore, the solution to the inequality x + 91 < 713 is x < 622.
wrong
Apologies for the mistake. Let's solve it correctly:
Given inequality: x + 91 < 713
Subtract 91 from both sides:
x + 91 - 91 < 713 - 91
Simplify:
x < 622
So, the correct solution to the inequality x + 91 < 713 is x < 622.
Given inequality: x + 91 < 713
Subtract 91 from both sides:
x + 91 - 91 < 713 - 91
Simplify:
x < 622
So, the correct solution to the inequality x + 91 < 713 is x < 622.