solve

vivekkumar24:
find is
Answers
Answered by
6
Solution is in the attachment........
Attachments:

Answered by
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.
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:

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