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Popular Algebra >

24(x-1)=-6(4-x)+18x

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Solution

24(x−1)=−6(4−x)+18x

Solution

Trueforallx
Solution steps
24(x−1)=−6(4−x)+18x
Expand −6(4−x):−24+6x
24x−24=−24+6x+18x
Add similar elements: 6x+18x=24x24x−24=−24+24x
Expand 24(x−1):24x−24
24x−24=−24+24x
Move 24to the right side
24x=24x
Move 24xto the left side
0=0
Both sides are equalTrueforallx

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simplify (27^2)/(27^{4/3)}simplify \sqrt[3]{-4}2x-5=2-(x-4)/3(-7)=-5(31)-4simplify (-2/3)^5

Frequently Asked Questions (FAQ)

  • What is the answer to 24(x-1)=-6(4-x)+18x ?

    The answer to 24(x-1)=-6(4-x)+18x is True for all x
  • Solve for x: 24(x-1)=-6(4-x)+18x

    The solution is True for all x

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