Solve for n 8/11*(n-10)=64

Math
811⋅(n-10)=64
Multiply both sides of the equation by 118.
118⋅811⋅(n-10)=118⋅64
Simplify both sides of the equation.
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Simplify 118⋅811⋅(n-10).
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Cancel the common factor of 11.
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Cancel the common factor.
118⋅811⋅(n-10)=118⋅64
Rewrite the expression.
18⋅8⋅(n-10)=118⋅64
18⋅8⋅(n-10)=118⋅64
Cancel the common factor of 8.
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Cancel the common factor.
18⋅8⋅(n-10)=118⋅64
Rewrite the expression.
1⋅(n-10)=118⋅64
1⋅(n-10)=118⋅64
Multiply n-10 by 1.
n-10=118⋅64
n-10=118⋅64
Simplify 118⋅64.
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Cancel the common factor of 8.
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Factor 8 out of 64.
n-10=118⋅(8(8))
Cancel the common factor.
n-10=118⋅(8⋅8)
Rewrite the expression.
n-10=11⋅8
n-10=11⋅8
Multiply 11 by 8.
n-10=88
n-10=88
n-10=88
Move all terms not containing n to the right side of the equation.
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Add 10 to both sides of the equation.
n=88+10
Add 88 and 10.
n=98
n=98
Solve for n 8/11*(n-10)=64

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