Solve for C
C=\frac{\sqrt{1495}}{O}
O\neq 0
Solve for O
O=\frac{\sqrt{1495}}{C}
C\neq 0
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CO=\sqrt{1936-21^{2}}
Calculate 44 to the power of 2 and get 1936.
CO=\sqrt{1936-441}
Calculate 21 to the power of 2 and get 441.
CO=\sqrt{1495}
Subtract 441 from 1936 to get 1495.
OC=\sqrt{1495}
The equation is in standard form.
\frac{OC}{O}=\frac{\sqrt{1495}}{O}
Divide both sides by O.
C=\frac{\sqrt{1495}}{O}
Dividing by O undoes the multiplication by O.
CO=\sqrt{1936-21^{2}}
Calculate 44 to the power of 2 and get 1936.
CO=\sqrt{1936-441}
Calculate 21 to the power of 2 and get 441.
CO=\sqrt{1495}
Subtract 441 from 1936 to get 1495.
\frac{CO}{C}=\frac{\sqrt{1495}}{C}
Divide both sides by C.
O=\frac{\sqrt{1495}}{C}
Dividing by C undoes the multiplication by C.
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