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Solve D = ABC for A A = ???
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\[D = ABC\]divide both sides by B \[\frac DB = \frac{ABC}B\] \[\frac DB=AC\]now divide both sides by C \[\frac D{BC}=\frac{AC}C\] and simplify
The whole thing....
Well, A is being multiplied by BC, so do the opposite of multiplication to get it to the other side with D
D=ABC A=D/BC
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not having numbers threw me. I never thought of eliminating each variable leaving you with A = D/BC
Can you solve this 4=2x?
whatever you are solving for, treat that as the only variable, and everything else as a constant if that helps, and move everything to the other side like you would with normal numbers
If ax=b then x=b/a
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