Question

If x/b+y/b-1 =1 passes through (2,0).Find the value of b​

Answer 1

given,

x/b+y/b-1 = 1

substitute the given point (2,0) in the above equation:

=> 2/b+0/b-1 = 1

=> 2/b = 1

=> b = 2

Answer 2

Given :  x/b  + y/(b-1)  =  1   Passes through ( 2 , 0)

To Find : value of b​

Solution:

x/b  + y/(b-1)  =  1  

Passes through ( 2 , 0)

2/b  + 0/(b-1)  =  1

=> 2/b + 0 = 1

=> 2/b = 1

=> 2 = b

=> b = 2

=> x/2  +  y/1  =  1  

value of b​  = 2

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