The line ax + by = ab makes intercepts on the x and y axis.
a and b
a and ab
b and a
b and ab
When we subsitute y = 0 we get x intercept as:
ax = ab
⇒x = b,
Similarly by putting x = 0, we get the y intercept as:
by = ab
⇒y = a
ax + by = ab is the equation of straight line which makes intercepts a & b on x & y axis respectively
ax + by = ab is the equation of a straight line which makes intercepts a & b on x & y axis respectively. State True or False.
A line AB makes zero intercepts on x-axis and y – axis and is perpendicular to another line CD, 3x + 4y + 6 = 0. The equation of line AB is
A line whose equation is of the type x = a is a line parallel to the y axis, so the line is a vertical line.
The line ax + by = ab makes intercepts on the x and y axes
A line cuts X – axis and Y-axis at A and B. The coordinates of the mid-point of AB is P(2, 8). If AB makes positive intercepts on the axes, find the equation of AB.