Question

solve the equation for x
4000-1000e^2x

Answer 1

want some help

Answer 2

of course

Answer 3

lol ok....so one trick to make this equation easier is to take all them zeros lol

Answer 4

okay so make it 4=1e^2x

Answer 5

ok then do the distributive property

Answer 6

how so ?

Answer 7

4000=1000e^2x
e^2x=4
take log both sides
log(e^2x)=log4
2x*loge=log4
2x=log4 {bcoz loge=1}
2x=.6020
x=.6020/2=.3010

x=log4/2 is the correct one...

Answer 8

2x*loge=log4
2x=log4 {bcoz loge=1}
2x=.6020
x=.6020/2=.3010

Answer 9

thanks girls!

Answer 10

np

Answer 11

wait

Answer 12

......

Answer 13

the options for the solution are
x=1n4-2
x=4/e^2
x=1n4/2
x=ln40000/2Xln10000

Answer 14

so the answer id x=ln4/2?????

Answer 15

is*