Slope Intercept Form of a Line
Trending Questions
Q.
What is the slope of a line parallel to the -axis?
Q. The equation(s) of the straight line passing through (−2, −7) and having intercept length of 3 units between the straight lines 4x+3y=12 and 4x+3y=3 is/are
- 7x+24y+182=0
- x+2=0.
- y+7=0
- 24x+7y+97=0
Q. The equation of the line parallel to the line joining (4, 2) and (2, 4) and whose y-intercept is 4 units along positive y- axis is
- y+x−4=0
- y+x+4=0
- x−y+4=0
- 2x+y=0
Q. The equation of the line cutting off an intercept of 3 on the Y-axis and parallel to the line joining points A(4, -5) and B(1, 2) is .
- 3x+7y-9 = 0
- 3x-7y+9 = 0
- 3y-7x+9 = 0
- 3y+7x-9 = 0
Q.
The number of integral values of m, for which the x-coordinate of the point of intersection of the lines 3x+4y=9 and y=mx+1 is also an integer, is
The number of integral values of m, for which the x-coordinate of the point of intersection of the lines 3x+4y=9 and y=mx+1 is also an integer, is
- 2
- \N
- 4
- 1
Q. The equation of the line which makes an angle of 15∘ with positive x-axis and cuts-off an intercept of 3 unit on the negative y-axis is
- y−(2−√3)x+3=0
- y+(2−√3)x+3=0
- y−(2−√3)−3=0
- y−(2+√3)x+3=0
Q. Find the equation of the straight line that has y - intercept 5 and is parallel to the straight line x - 3y = 3
3x - y + 5 = 0
x - y +5=0
x - 3y + 5 =0
2x - 3y +12 = 0
Q. The slope intercept form of the line x2+y4=1 is
- y=−2x+4
- y=2x+4
- y=4x+2
- y=−4x+2
Q. If the vertices of a triangle are A(10, 4), B(−4, 9) and C(−2, −1), then the equation of its altitudes are
- x−5y+10=0
- 12x+5y+3=0
- 14x+5y+23=0
- 14x−5y+23=0