-2x-6+(x/4)-3+90=180. Solve for x and show work.
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Solutions
1) Simplify brackets
−2x−6+ x/4 −3+90=180
2) Simplify −2x−6+x4−3+90 to −7x/4−6−3+90
− 7x/4 −6−3+90=180
3) Simplify - 7x/4−6−3+90 to - +81
- 7x/4+81=180
4) Subtract 81 from both sides
- 7x/4 = 180 - 81
5) Simplify 180−81 to 99
- 7x/4 =99
6) Multiply both sides by 4
−7x=99×4
7) Simplify 99×4 to 396
−7x=396
8) Divide both sides by −7
x= 396/-7
9) Simplify to 396/-7 to - 396/7
x= − 396/7
10) Simplify
-396/7 = answer
1) Simplify brackets
−2x−6+ x/4 −3+90=180
2) Simplify −2x−6+x4−3+90 to −7x/4−6−3+90
− 7x/4 −6−3+90=180
3) Simplify - 7x/4−6−3+90 to - +81
- 7x/4+81=180
4) Subtract 81 from both sides
- 7x/4 = 180 - 81
5) Simplify 180−81 to 99
- 7x/4 =99
6) Multiply both sides by 4
−7x=99×4
7) Simplify 99×4 to 396
−7x=396
8) Divide both sides by −7
x= 396/-7
9) Simplify to 396/-7 to - 396/7
x= − 396/7
10) Simplify
-396/7 = answer
Answered by
3
First of all, Simplify the parenthesis and add the numbers with variable.
-2x-6+(x/4)-3+90=180
-7x/4 - 6 - 3 + 90
Solving RHS
-7x /4 +81 = 180
Subtract 81 from both sides
-7x/4 +81 -81 = 180 -81
-7x/4 = 99
Multiply 4 on both sides
-7x/4 × 4 = 99 × 4
-7x = 396
Now, Divide (-7) on both sides
-7x/-7 = 396/-7
x = -(396/7) = -(56.57)
-2x-6+(x/4)-3+90=180
-7x/4 - 6 - 3 + 90
Solving RHS
-7x /4 +81 = 180
Subtract 81 from both sides
-7x/4 +81 -81 = 180 -81
-7x/4 = 99
Multiply 4 on both sides
-7x/4 × 4 = 99 × 4
-7x = 396
Now, Divide (-7) on both sides
-7x/-7 = 396/-7
x = -(396/7) = -(56.57)
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