Question

if 2^x = 15^y = 3^z = 10^w yhen 1/x + 1/y :1/z+ 1/w is?

Answer 1

not sure this will work
let,
2^x = 15^y = 3^z = 10^w = k
x = k/ln2

Answer 2

sorry, lnk/ln2

Answer 3

Oops ... we can express it interms of z

Answer 4

@experimentX u r 1st way is correct plzz go on

Answer 5

\[ \frac{\ln 2+\ln 15 + \ln 10}{\ln k} = \frac{\ln 300}{\ln k}\]

Answer 6

wat is in

Answer 7

I think we have to replace k with z

Answer 8

ok then

Answer 9

\ln k = z \ln 3
i guess
\[ \frac{\ln 300}{z\ln3}\]

Answer 10

@experimentX any other way!

Answer 11

lol ... i'm not quite good with algebra ... if you know the answer, i might able to connect it.

Answer 12

sorry for the mistake in question plz look the question now

Answer 13

if 2^x = 15^y = 3^z = 10^w yhen 1/x + 1/y :1/z+ 1/w is?

Answer 14

Oh ... sorry,
i didn't see the : in the question

Answer 15

@experimentX it was not there i just edited now

Answer 16

use same approach ... cancel out ln k

Answer 17

sorry for the mistake

Answer 18

\[ \frac{\ln 30}{\ln 300}\]

Answer 19

The answer should be 1:1 @experimentX

Answer 20

OH ... let's see where i made mistake

Answer 21

Oh .. sorry again, i thought that 3 was 30

Answer 22

i did nt understand those things plz do in other way

Answer 23

@FoolForMath