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@phi another:
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\[r=7\sqrt{t}\] would be: \[t=\frac{ r ^{2} }{ 7 }\] ?
I would divide both sides by 7 (to get the t by itself) \[ \frac{r}{7}= \sqrt{t} \] now square both sides (to get rid of the square root) what do you get?
t=r^2/7 would both the top and bottom be squared or just the top?
square means multiply by itself: \[ \frac{r}{7}\cdot \frac{r}{7}= \sqrt{t} \cdot \sqrt{t}\]
so 2r on top?
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When multiplying fractions, you multiply top times top, and bottom times bottom r*r can be written as \( r^2\) It is short-hand, and it's more useful for r*r*r*r*r, written as \(r^5\) notice that r+r = 2r (1 r plus another r gives you 2 r's)
ahhhh sooo.. r^2/49?
yes
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