Question

Present the solution for the inequality y+x<1-x

Answer 1

The inequality y + x < 1 - x is solved by rearranging terms and combining like terms to get y < 1 - 2x, which shows the relationship between y and x.

Step-by-step explanation:

To solve the inequality y + x < 1 - x, we can rearrange the terms to isolate y on one side. Here are the steps to solve it:

1. Add x to both sides of the inequality to bring all the x terms to one side: y + x + x < 1.
2. Simplify the inequality by combining like terms: y + 2x < 1.
3. Subtract 2x from both sides to solve for y: y < 1 - 2x.

This is the solution to the inequality, which shows the relationship between y and x. The inequality symbol indicates that y is less than 1 minus 2x.