If a straight line passing through the point P(−3, 4) is such that its intercepted portion between the coordinate axes is bisected at P, then its equation is |
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(a) |
x − y + 7 =0 |
(b) |
3x − 4y + 25 =0 |

(c) |
4x + 3y =0 |
(d) |
4x − 3y + 24 =0 |

If a straight line passing through the point P(−3, 4) is such that its intercepted portion between the coordinate axes is bisected at P, then its equation is |
|||

(a) |
x − y + 7 =0 |
(b) |
3x − 4y + 25 =0 |

(c) |
4x + 3y =0 |
(d) |
4x − 3y + 24 =0 |

1 Answer

127 votes

Let the line be =1

(−3, 4) =

a = −6, b = 8

equation of line is 4x − 3y + 24 = 0

127 votes

127