My question states:
Solve for {y|y } and I do not understand what to do.
The problem is:
8y - 13 < 7y - 12
Please help
I do not know if this is right =, but is it {y|y < 25}?????
8y - 13 < 7y - 12
8y-7y < -12 + 13
y < 1
So the answer is {y|y < 1}
To solve the inequality 8y - 13 < 7y - 12, you need to isolate the variable y on one side of the inequality symbol. Here's how you can do it step by step:
1. Start by subtracting 7y from both sides of the inequality:
8y - 7y - 13 < 7y - 7y - 12
Simplifying this, you get:
y - 13 < -12
2. Next, add 13 to both sides of the inequality to isolate y:
y - 13 + 13 < -12 + 13
Simplifying this, you get:
y < 1
So, the solution to the inequality 8y - 13 < 7y - 12 is y < 1. This means y can take any value less than 1.