Question

y = log x
If y = 10, then what is x?

Answer 1

hello...:)

Answer 2

hello!

Answer 3

ok summer, you'll need to solve 10=logx

Answer 4

Hello too! :D

Answer 5

hello to everyone lol and yes i need help!

Answer 6

can you write that out in it's equaivalent exponential form?

Answer 7

i have the answer but i need to know how to get it?

Answer 8

use this...\(\large log_bM=n \Rightarrow b^n=M \)

Answer 9

answer- x = 1

Answer 10

ya, all you need to do is write the log equation, \(\large 10=logx\rightarrow 10^{10}=x \)

Answer 11

wait... how can x=1?

Answer 12

idk !

Answer 13

is y=0 or y=10?
if y=0 then x=1

Answer 14

i think it is y=0?

Answer 15

that's the only way x=1 because then you'll have \(\large 10^0=1 \)

Answer 16

oh? i did not know that!lol

Answer 17

could be a misprint on your book?
or if the question is written correctly, then x= \(\large10^{10} \)

Answer 18

ok so what would it be? i am really confused lol sorry i am not that great at math!

Answer 19

it depends on what question were talking about...
if the question is \(\large 0=logx \) then x=1,
but if the question is \(\large 10=logx \) then \(\large x=10^{10} \)

Answer 20

as stated originally, it would be that second one.

Answer 21

its the first one!

Answer 22

so y=0 then? and that implies 0=logx ???

Answer 23

ya?

Answer 24

ok....
so it is a misprint...y=0 will give you the equation:
\[\large 0=logx \rightarrow 10^0=x\rightarrow x=1 \]

Answer 25

ok that makes more sence! thanks so so so so much!!!

Answer 26

yw...:)