phonograph paper draw a straight line of the equation 3 X - 2y = 24 and X + Y - 3 = 20 also find the coordinates of intersection of the line
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Here in the final term x1 and y1 are known coordinates and x and y are unknown coordinates. Therefore the slope can be given as:
This expression is the point-slope formula. It can be rearranged to produce a working version.
y - y1 = b (x - x1)
y = y1 + b (x - x1)
Example
Find the equation of the line which has a slope of 4 and a set of coordinates (3,-2). Here x1 = 3 and y1 = -2.
y = y1 + b (x - x1)
y = -2 + 4(x-3)
y = -2 + 4x -12
y = -14 + 4x
Hope it helps
Here in the final term x1 and y1 are known coordinates and x and y are unknown coordinates. Therefore the slope can be given as:
This expression is the point-slope formula. It can be rearranged to produce a working version.
y - y1 = b (x - x1)
y = y1 + b (x - x1)
Example
Find the equation of the line which has a slope of 4 and a set of coordinates (3,-2). Here x1 = 3 and y1 = -2.
y = y1 + b (x - x1)
y = -2 + 4(x-3)
y = -2 + 4x -12
y = -14 + 4x
Hope it helps
2Shashank1111:
Hope it helps
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