## Point of Intersection Worksheet

In this page point of intersection worksheet we are going to see some questions in the form of a quiz.

What does mean by point of intersection:

If two straight lines are not parallel,then they will meet at a point.This common point for both,straight lines is called the point of intersection.If the equations of two intersecting straight lines are given,then their intersecting point is obtained by solving equations simultaneously.

Question 1:

Find the intersection point of the straight lines  x - 5y + 17 =0  and

2x + y + 1 = 0

 (A) (2 , 8) (B) (-2 , 3) (C) (-2 , 5)

Question 2:

Find the intersection point of the straight lines  5 x - 3 y - 8 = 0  and

2x - 3 y - 5  = 0

 (A) (1 , -1) (B) (-2 , 1) (C) (1 , 0)

Question 3:

Find the intersection point of the straight lines 4 x - 7 y =0  and

8 x - y - 26 = 0

 (A) (1/2 , 3) (B) (-7/2 , 1) (C) (7/2 , 2)

Question 4:

Find the intersection point of the straight lines  3 x + 5 y - 6 =0  and

5 x - y - 10 = 0

 (A) (2 , 0) (B) (-7 , 1) (C) (-1 , 2)

Question 5:

Find the intersection point of the straight lines 2 x + 3 y =5  and

3 x + 4 y = 7

 (A) (1 , 1) (B) (0 , 1) (C) (2 , 0)

Question 6:

Find the intersection point of the straight lines 5 x + 6 y = 25  and

3 x - 4 y = 10

 (A) (8/19,5/38) (B) ((80/19,25/38)) (C) (17/19,5/38)

Question 7:

Find the intersection point of the straight lines 4 x - 3 y = 3  and

3 x + 2 y = 15

 (A) (9,5) (B) (8,2) (C) (3,3)

Question 8:

Find the intersection point of the straight lines 3 x + 2 y = 11 and

7 x - 3 y = 41

 (A) (5,-2) (B) (8,2) (C) (7,5)

Question 9:

Find the intersection point of the straight lines 5 x + 3 y = 11  and

3 x + 5 y = -3

 (A) (-5,0) (B) (-8,2) (C) (4,-3)

Question 10:

Find the intersection point of the straight lines 2 x - y = 15  and

5 x + 3 y = 21

point of intersection worksheet

 (A) (-5,0) (B) (-8,2) (C) (6,-3)

Point of Intersection Worksheet to Analytical Geometry