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Okay so just seeing if i have this right, solving for s=4v^2 and I have v=sqrts/4
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\[v=\sqrt{S/5}\]
Solving for v? Start by isolating v^2. v^2 is being `multiplied` by 4, so we'll undo this operation by dividing by 4,\[\large\rm \frac{s}{4}=v^2\]Then apply square root to undo the `square` on v,\[\large\rm \sqrt{\frac s4}=\pm v\]When you take the square root of a square, you get two results, a positive and negative case. If this is for some type of physics class though, where v can only be a positive quantity, then you can ignore the plus/minus symbol in front. Otherwise, move the plus/minus to the other side,\[\large\rm \pm\sqrt{\frac s4}=v\]
okay i see just double checking thank you so much
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