Solve for v 1/v=(1/0.150)-(1/0.155)

Math
1v=(10.15)-(10.155)
Factor each term.
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Divide 1 by 0.15.
1v=6.6‾-(10.155)
Multiply -1 by 10.155.
1v=6.6‾-10.155
Divide 1 by 0.155.
1v=6.6‾-1⋅6.4516129
Multiply -1 by 6.4516129.
1v=6.6‾-6.4516129
Subtract 6.4516129 from 6.6‾.
1v=0.21505376
1v=0.21505376
Solve for v.
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Multiply each term by v and simplify.
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Multiply each term in 1v=0.21505376 by v.
1v⋅v=0.21505376⋅v
Cancel the common factor of v.
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Cancel the common factor.
1v⋅v=0.21505376⋅v
Rewrite the expression.
1=0.21505376⋅v
1=0.21505376v
1=0.21505376v
Rewrite the equation as 0.21505376v=1.
0.21505376v=1
Divide each term by 0.21505376 and simplify.
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Divide each term in 0.21505376v=1 by 0.21505376.
0.21505376v0.21505376=10.21505376
Cancel the common factor of 0.21505376.
v=10.21505376
Divide 1 by 0.21505376.
v=4.649‾
v=4.649‾
v=4.649‾
Solve for v 1/v=(1/0.150)-(1/0.155)

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