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65=27^x ? Confused
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solve for x
we can use the logarithms
ok, and how do we goes about that
oh just take log of 27?
then divide?
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Log 27 = 1.43 65/1.43 = 45.411?
it is simple, we take the logarithm with base 27 of both sides, so we get: \[\huge x = {\log _{27}}65\]
ahhh I see, thank you :D
next, we can change the base from 27 to 10 for example
do we need to change it to 10?
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Can't I just solve the way it is not?
now*
yes! So, we can compute the value of x by meanns of a calculator. Here it is the final result: \[\huge x = {\log _{27}}65 = \frac{{{{\log }_{10}}65}}{{{{\log }_{10}}27}}\]
oops.. by means* of...
yup! got it, thank you!
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1.27
:)
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