Math, asked by vivekkumar24, 1 year ago

solve
if {a}^{x}  =  {b}^{y }  =  {c}^{z}and \frac{b}{a}  =  \frac{c}{b} then  \frac{2z}{{x + z}}


vivekkumar24: find is
GeniusYH: answer is 1 ?

Answers

Answered by gaurav2013c
6
Solution is in the attachment........
Attachments:

vivekkumar24: kaise hua hai
gaurav2013c: Aur y ko RHS mein
vivekkumar24: ok
gaurav2013c: AUR ( x +z) ko LHS
gaurav2013c: Bas mil jayega
vivekkumar24: than .q
GeniusYH: You people are.......
vivekkumar24: that dude
vivekkumar24: tell what is in your mind
GeniusYH: GeniusYH has his answer spproved
Answered by GeniusYH
7
Hello friend,


Your explanation is in the pic.
The answer is 1.

Continuing from pic:

Mark x = z as equation (3)
As y/x = 1 => x = y. 
Mark x = y as equation (4)

From (3) & (4):
x = y = z
Therefore a = b = c = k. 



Hope my answer helps you.
Attachments:

GeniusYH: so both are equal
gaurav2013c: Check again its b/a = c/b given but you have taken a/b = c/b
GeniusYH: ohhh
GeniusYH: sorry
GeniusYH: yeah
GeniusYH: It's correct
vivekkumar24: yes
GeniusYH: Is it correct?
GeniusYH: If yes please mark Brainliest
GeniusYH: Both are correct
Similar questions