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naydabaddest
22.07.2019 •
Mathematics
Use exponential form to evaluate log8(2)
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Ответ:
Explanation:
let y =![log_{8} (2)](/tpl/images/0117/4270/ab3de.png)
whenever we transfer base from log from one side to other it will remain be base after shifting to the other side.
Change log to exponent form![\log_xm=n\\m =x^{n}](/tpl/images/0117/4270/69200.png)
here we have n = y, m=2, x=8 by substituting the values
we will get
we can write 8 in power of 2 that is![2^{3}](/tpl/images/0117/4270/ba747.png)
we will rewrite the above equation (1) as
we can equate the power when base is same then we will get
3y = 1
then
Ответ:
1+6*2=12+12