danny_dumond
What is the solution to the equation 364c = (8c  6) ?



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georgeblue22
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Bring the pronumerals to one side
364c  8c = 6
356c = 6
c = 6/356
simplify and you will get
c = 3/178

timo86m
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i guess george is right :)

danny_dumond
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OOOOHHHH NOOOOO hahaha im sooo sorry its 36^4c= sqrt6^(8c  6) what happened there?!

timo86m
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draw it dw:1342162040159:dw
?

georgeblue22
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dw:1342162087486:dw

timo86m
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@danny_dumond better draw it instead of typing it.

Wired
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Is this it?
\[\LARGE 36^{4c} = (\sqrt{6})^{8c6}\]

danny_dumond
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it's his right there^^^^

danny_dumond
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sorry for the confusion!!!

georgeblue22
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You should try to get the same base for both sides to solve the problem since the pronumeral is an exponential

Wired
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\[\LARGE 36 = 6^{2} = 6^{\frac{4}{2}}(\sqrt{6})^{4}\]
\[\LARGE 36^{4c} = (\sqrt{6})^{4})^{4c} = (\sqrt{6})^{16c}\]

Wired
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AAHHHH. should be an equuals between 6^(4/2) and (root6) ^ 4

Wired
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\[\LARGE (\sqrt{6})^{16c} = (\sqrt{6})^{(8c6)} \]
16c = 8c6
Solve for c.

danny_dumond
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3/4 ty......