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y=logx if y=10 then what is x?
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so log signe base 2
then x=2 on exponent 10
the one log on the right is base ten, yes?. so we have 10=log x now raise 10 to the power of both sides to find x... if the log on the right is a different base raise that number to the power if both sides.
y=logx 10=logx 10=10^x IS THIS IT ?
what is the base of your log ? do you know ?
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WHY THANK U GUYS
no that is not correct above...
logarithm with base 10 is signed lg
OHH I GET IT THANK U GUYS SOO MUCH
we use "log " for base 10 in CA
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it depends @jhonyy not always
yes I know it for base 10 as well
but i have learned that in this way
\[10=\log_b(x) => b^{10}=x\]
b>0 not equal to 1
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