Question

Solve 6x = 24

Answer 1

Divide both sides by 6 what do u get?

Answer 2

It's 6^x=24

Answer 3

oh sorry log it then

Answer 4

hint \[\huge a^ b =c \implies \log_a c = b\]

Answer 5

It's a logarithmic equation. Not simply 6x=24

Answer 6

log_6

Answer 7

both sides

Answer 8

according to LGB

Answer 9

apply the rule i said..

Answer 10

\[\log_{6}{24}=x\]

Answer 11

I got 0.778151250038

Answer 12

how did that happen?

Answer 13

I put log 6 on the calculator

Answer 14

first turn \[6^x = 24\]into log form. what do you get?

Answer 15

log6^x=log 24

Answer 16

hmm remember \[a^b = c \implies \log_a c = b\]

Answer 17

\[\log_{6}{24}=x\]

Answer 18

in \[6^x = 24\]
which is a?

Answer 19

I think the mistake you did in plugging in was you plugged in log(6)

Answer 20

Ohhhhhh

Answer 21

That is wrong...the 6 should be a subscore

Answer 22

A= 6?

Answer 23

right. what is b?

Answer 24

24

Answer 25

hmm remember the form is \[a^b = c\]
b is the exponent

Answer 26

Oops so x?? Ahhh

Answer 27

yep. so what is c?

Answer 28

24

Answer 29

correct. so now what is \[\log_a c = b\]

Answer 30

My final answer is 1.77 o.O

Answer 31

that's better

Answer 32

That's correct?

Answer 33

yep :D

Answer 34

\[\log_6 24 = x\]
\[\implies \log 24 \div \log 6 \approx 1.77\]

Answer 35

Sweet thankss

Answer 36

sweet welcome ^_^