Solve for y 6(4y-9)=2(12y+4)

Math
6(4y-9)=2(12y+4)
Simplify 6(4y-9).
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Apply the distributive property.
6(4y)+6⋅-9=2(12y+4)
Multiply.
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Multiply 4 by 6.
24y+6⋅-9=2(12y+4)
Multiply 6 by -9.
24y-54=2(12y+4)
24y-54=2(12y+4)
24y-54=2(12y+4)
Simplify 2(12y+4).
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Apply the distributive property.
24y-54=2(12y)+2⋅4
Multiply.
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Multiply 12 by 2.
24y-54=24y+2⋅4
Multiply 2 by 4.
24y-54=24y+8
24y-54=24y+8
24y-54=24y+8
Move all terms containing y to the left side of the equation.
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Subtract 24y from both sides of the equation.
24y-54-24y=8
Combine the opposite terms in 24y-54-24y.
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Subtract 24y from 24y.
0-54=8
Subtract 54 from 0.
-54=8
-54=8
-54=8
Since -54≠8, there are no solutions.
No solution
Solve for y 6(4y-9)=2(12y+4)

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