if the point (4-b, b) on the line 7x -5y =4 then b
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Concept:
If a point lies on a line then the coordinates of the point will satisfy the equation of line. In simple words, there will be no change in the linear equation if we put x, y as coordinates of points respectively.
Given:
The x coordinate of point = ( 4 - b )
The y coordinate of point = b
The equation of the line = ( 7x - 5y = 4 )
The point lie on the line.
Find:
Value of b.
Solution:
According to the above given concept, the coordinates of point satisfies the equation of line as the point lies on the line.
So, put x = ( 4 - b ) and y = b in the equation of line
7x - 5y = 4
7 ( 4 - b ) - 5b = 4
28 - 7b - 5b = 4
28 - 4 = 12b
24 = 12b
b = 24/12
b = 2
Hence, we the value of b came out to be 2 after solving.
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