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Help please :). solve for indicated letter. M=pir^2hd for r
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that is pi, not pir^2, r^2 is a seperate variable
r = sqrt( M/(pihd))
lum that is not one of the answers :(
r= +/- sqrt(M/pihd)
sae jhony
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\[r=\pm \sqrt{\frac{M}{\pi h d}}\]
same lala
same what?
not an answer :(
thats the right answer,
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i'll type the answers, give me a minute
ok
\[r=+/-\sqrt{piMhd} over hd\]
\[r=+/-M \sqrt{pihd} \over pihd\]
\[r=+/-\sqrt{M \pi hd} \over \pi hd\]
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\[M=\pi r^2hd,\]\[r=\pm\sqrt{\frac{M}{\pi h d}}.\]lalaly is correct...
\[r=+/-\sqrt{\pi Mhd}\]
\[r=\pm\sqrt{\frac{M}{\pi h d}}=\pm\frac{\sqrt{M}}{\sqrt{\pi h d}}=\pm\frac{\sqrt{M\pi h d}}{\pi h d}.\]They're all the same thing...
ohhh, thank you across, and also lala
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