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evaluate each expression. LOGS , CLICK 2 SEE.
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\[Log _{125}5\]
alright 125^x=5
it is another way to write a log
@cherio12 that is not =x or something that = or equation is wrong
1/3
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what do you mean ksaimouli?
\[125^{x}=5\] so its not this ?
no it is...i mean if you do 125^(1/3) you get 5
i just like rewritting it that way to help me think about it
so what steps would you take to get that answer ? how would you completely solve it. just that one step ? rewriting the equation ? @cherio12
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yes, that it all the work i would show
is*
after writing 125^x= 5 how do you find that x = 1/3?
the way i think about it is 125 to the what would give me 5.
it is helpful to know the first couple power of numbers. 5's are 5, 25, 125, 625..
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it just comes with time
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