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what is the equation that makes this one (T=2pi sqrt(m/k)) be equal to k?
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\[2\pi \sqrt{m/k} = m/k=(2\pi)^2 = m=(2\pi)^2*k = k=\frac{ m }{ (2\pi)^2 }\]
provided i read your equation correctly
where did the time go? hold on let me use this equation button
ah sorry missed the T, just carry it through with the steps i showed you and you'll be fine
\[T=2\pi \sqrt{m/k}\]
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I need this equation to solve for K so...k=
start by getting rid of the square root, T^2=(2pi)^2*(m/k) just some algebra from there
\[\frac{ T^2 }{ (2\pi)^2 }=m/k = ...\]
what do you do to get m on the other side?
you will have to multiply both sides by k and then solve for k
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Thank you so much!
yvw
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