- #1
5P@N
- 58
- 3
So I have this fraction:$$\frac {mass_{\text{mo}}}{r_{\text{mo}}^2} = \frac {mass_{\text{ea}}}{(\text{KLCOM})^2 -2((\text{KLCOM}) (r_{\text{mo}})) + (r_{\text{mo}})^2}$$
Don't worry about what these various terms represent - my question has only to do with an algebraic rule I've forgotten. I am trying to isolate one of the ##r_{\text{mo}}## terms. So my question is basically this: if I was to multiply both sides by ##r_{\text{mo}}^2##, would it result in the following equation?
$$mass_{\text{mo}} = \frac {mass_{\text{ea}}}{(\text{KLCOM})^2 -2((\text{KLCOM}) (r_{\text{mo}}))}$$
Don't worry about what these various terms represent - my question has only to do with an algebraic rule I've forgotten. I am trying to isolate one of the ##r_{\text{mo}}## terms. So my question is basically this: if I was to multiply both sides by ##r_{\text{mo}}^2##, would it result in the following equation?
$$mass_{\text{mo}} = \frac {mass_{\text{ea}}}{(\text{KLCOM})^2 -2((\text{KLCOM}) (r_{\text{mo}}))}$$