Question

10+2e^8x=30

Answer 1

2e^8x=30-10=20,
e^8x=20/2=10,
applying log on both sides we get loge^8x=log10,
8x=log10,
8x=1 since log10 value is 1,
x=1/8 is the answer

Answer 2

10+2e^(8x)=30
2e^(8x) = 20
e^(8x)= 10
8x = ln 10
\[x= \frac{\ln 10}{8}\]

Answer 3

shaik you have to take the natural log ( log base e) to cancel the e^(8x)

Answer 4

i have done right only know agreene?

Answer 5

bcz of taking log i got 1/8

Answer 6

ln (10) = 2.302585092
not 1

Answer 7

i am talking about log not ln

Answer 8

log(10)=1

Answer 9

\[\log_{10} e^{8x} \neq 8x\]

Answer 10

you cant take log base 10. It just doesnt work that way.

Answer 11

I HAVE NOT TAKEN BASE AS 10

Answer 12

log base 10 (10) = 1
but... thats not part of this equation you are dealing with natural logs.
ln(10) = 2.30

Answer 13

but the thing is that is not one of the ancers

Answer 14

0.2878 c. 1.7006
1.8444 d. 10.0000