Write the equation in exponential form.

Question

anonymous · Answer

$$\log 10 = 1$$

anonymous · Answer

10^1 = 10

Base is 10, the answer of 1 is the exponent. Thus 10^1 = 10

anonymous · Answer

10^1=10

ahsome · Answer

Assuming the base is $10$
We know this:
$log_xy=z$ is the same as $x^z=y$

So lets do it for this
$\log10=1$
$10^1=10$
$10=10$

anonymous · Answer

Well I'm still confused

ahsome · Answer

What you confused by?

anonymous · Answer

So I did this one
$$\log_{6}6=1$$
The answer to this one is
$$6^{1}=6$$
So how is this one done the same way?

anonymous · Answer

when there is no base on a log , the base will always be 10

anonymous · Answer

Ohhhh. Okay. That helps lots!

ahsome · Answer

Simply
$$\large{\log_xy=z\text{ Is the same as }x^z=y}$$
The special thing is when you gave $$\log10=1$$You never told us what the base, or $x$ value was. In these cases, it is asumed it is $10$

In the second example, you told us the base was $6$, so we used that instead of $10$

$\text{TL;DR, when in doubt, use 10}$