Question

−3(10−x)=11x−2(4x+15)

Answer 1

This shows that the value of x exists on all real numbers. The solution to the given linear equation is (-infty, infty)

Solving linear equation

Linear equation are equations that has a leading degree of 1. Given the equation below, we are to determine the value of x

Given

−3(10−x)=11x−2(4x+15)

Expand

-3(10) - 3(-x) = 11x - 2(4x) -2(15)

This can be equated as;

-30+3x = 11x - 8x - 30

Collect the like terms

3x-11x+8x = -30 + 30
11x - 11x = 0
0x = 0

This shows that the value of x exists on all real numbers. The solution to the given linear equation is (-infty, infty)

Learn more on linear equation here: brainly.com/question/14323743

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