help me please? :)
I need help solving the following equation..
\[6 = \frac{ t }{ 3.3\log_{8}7681 }\]
teach me :)
@shaik0124 ?
@mukushla ?
i think that 7681 might b some power of 8 example 8^7 in this manner 7681 might b power of 8 when u will write in powers of 8 the power value will multiply with 3.3 and then it gets multiply by 6 finally u will get d answer
did u get isabella
not at all :'(
:(
do u have the answer key?? u can use \[\log_{8}x=\frac{\log_{10}x }{\log_{10}8 } \] then multiply by 6*3.3 to get t...
okay nevermind that equation... so difficult. can you help me with this one instead?
thats easy,tell me whats log 2x from that? and please specify the base...is it 10?? are u allowed calculator?
yes im allowed calculator. I assume it is log 10.. since there is no base
I have to find x by the way
great,so whats log 2x from that?
Ooooh i got it!! i first have to find 3log2, then divide it in both sides and I get the answer
is it (3log 2)x=4 or 3log(2x)=4 ??
if its first,then u r right...
it is the first one i think, otherwise it doesnt make sense
thank you for making me realize! :)
but the 2nd one can also be solved...and makes sense for sure....
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