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Answer:-

1/y = 1/x+1/z

Subtract 1/z from both sides:

1/y -1/z = 1/x

Multiply both sides by yz:

z -y = yz/x

Multiply both sides by x:

x(z -y) = yz

Divide both sides by z -y

x = yz/(z-y)

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Q: How would you make x the subject of the equation 1 over y equals 1 over x plus 1 over z showing details of your work?
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