Step 2 of 3The system from Step 1 has a variable with opposite coefficients. Add the equations and solve for the othervariable.Add the equations to eliminate x. Then use the division property of equality to solve for y.-118x4y =118x177y =-5,251-181у-5,249y =2929Step 3 of 3Substitute the value you found for y in Step 2 into one of the equations from the original system in Step 1.Then use properties of equality to solve for the other variable, x.Substitute 29 for y in -59x – 2y = 1. Then use the subtraction and division properties of equality to isolatethe variable.-59x – 2y = 1-59x – 2(29)= 1-59x =X =The solution to the system is the following.(х, у)

Given: The system is, - 118x - 4y = 2 118 x - 177 y = - 5251 Step 3 : Substitute y = 29 for y in…

Answered: The solution to the system is the…

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The solution to the system is the following. Y) - ([ (х, у) 3D

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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Question

Step 2 of 3
The system from Step 1 has a variable with opposite coefficients. Add the equations and solve for the other
variable.
Add the equations to eliminate x. Then use the division property of equality to solve for y.
-118x
4y =
118x
177y =
-5,251
-181у
-5,249
y =
29
29
Step 3 of 3
Substitute the value you found for y in Step 2 into one of the equations from the original system in Step 1.
Then use properties of equality to solve for the other variable, x.
Substitute 29 for y in -59x – 2y = 1. Then use the subtraction and division properties of equality to isolate
the variable.
-59x – 2y = 1
-59x – 2(29)
= 1
-59x =
X =
The solution to the system is the following.
(х, у)

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