Where I am having issues is what to do with the -2y. My professor did not go over what to do in that case. Please make work readable. Thank you for the help. **Solve by Substitution**Given the system of equations:1. $2x + y = -1$2. $-2y = -1 + 4x$Solution options:- [ ] (Text Box for Input)- [ ] No solution- [ ] Infinite number of solutionsTo solve the system by substitution, follow these steps:1. Solve the first equation for $y$: \[ y = -1 - 2x \]2. Substitute this expression for $y$ into the second equation: \[ -2(-1 - 2x) = -1 + 4x \]3. Simplify and solve for $x$ and $y$.

Answered: Solve by substitution. 2x + y =- 1 -2y…

Math

Algebra

Solve by substitution. 2x + y =- 1 -2y =-1+ 4x ONo solution O Infinite number of solutions

Algebra and Trigonometry (6th Edition)

6th Edition

ISBN:9780134463216

Author:Robert F. Blitzer

Publisher:Robert F. Blitzer

ChapterP: Prerequisites: Fundamental Concepts Of Algebra

Section: Chapter Questions

Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...

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Where I am having issues is what to do with the -2y. My professor did not go over what to do in that case. Please make work readable. Thank you for the help.

**Solve by Substitution**

Given the system of equations:

1. $2x + y = -1$
2. $-2y = -1 + 4x$

Solution options:

- [ ] (Text Box for Input)

- [ ] No solution
- [ ] Infinite number of solutions

To solve the system by substitution, follow these steps:

1. Solve the first equation for $y$:
\[
y = -1 - 2x
\]

2. Substitute this expression for $y$ into the second equation:
\[
-2(-1 - 2x) = -1 + 4x
\]

3. Simplify and solve for $x$ and $y$.

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