Solve for b 5a*5*(6b)=33

Math
5a⋅5⋅(6b)=33
Simplify.
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Multiply 5 by 5.
25a⋅(6b)=33
Multiply 6 by 25.
150a⋅b=33
150a⋅b=33
Divide each term by 150a and simplify.
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Divide each term in 150a⋅b=33 by 150a.
150a⋅b150a=33150a
Simplify 150a⋅b150a.
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Cancel the common factor of 150.
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Cancel the common factor.
150a⋅b150a=33150a
Rewrite the expression.
a⋅ba=33150a
a⋅ba=33150a
Cancel the common factor of a.
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Cancel the common factor.
a⋅ba=33150a
Divide b by 1.
b=33150a
b=33150a
b=33150a
Cancel the common factor of 33 and 150.
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Factor 3 out of 33.
b=3(11)150a
Cancel the common factors.
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Factor 3 out of 150a.
b=3(11)3(50a)
Cancel the common factor.
b=3⋅113(50a)
Rewrite the expression.
b=1150a
b=1150a
b=1150a
b=1150a
Solve for b 5a*5*(6b)=33

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