Question

Explain why the logarithm of 1 with base b is 0.

Answer 1

because anything raised to 0 is 1

Answer 2

x = log(base b) of y

is equivalent to

y = b^x

So if y = 1, we have

1 = b^x

which implies that x = 0 since b is not 0.

Answer 3

When b \(\ne\) 0.

Answer 4

@Rdx you're fast at copy/pasting

Answer 5

yes its from yahoo answers
i know cause i asked the same question to myself too...
and searched on google. so instead on writing it i just copied it from their and wrote it, but if it is something against the rule i m sorry . I am new here

Answer 6

@ParthKohli ^^^^^

Answer 7

\[b^x=y\iff \log_b(y)=x\]
\[b^0=1\iff \log_b(1)=0\] that is why