FIND THE EQUATION OF THE LINE WITH ONE POINT AND SLOPE WORKSHEET

Question 1 :

Find the equation of a straight line whose slope is 5 and which passes through the point (1,-3)

(A)  2x - 3y - 8  =  0

(B)  5x - y - 8  =  0

(C)  x - 5y + 3  =  0 

Solution

Question 2 :

Find the equation of a straight line whose slope is -1/5 and which passes through the point (4, 8)

(A) x - 5 y - 44 = 0 

(B) 2x + 3y - 44 = 0 

(C) 3x + 2y - 14 = 0

Solution

Question 3 :

Find the equation of a straight line whose slope is 1/7 and which passes through the point (-1, 8)

 (A) x - 7y + 57  =  0 

(B) 2x + 5y + 27  =  0 

(C) 4x + 3y - 2  =  0

Solution

Question 4 : 

Find the equation of a straight line whose slope is 2/5 and which passes through the point (0, -7)

(A) x + 5 y + 8  =  0 

(B) 3 x - 2 y + 15  =  0 

(C) 2 x - 5 y - 35  =  0

Solution

Question 5 :

Find the equation of a straight line whose slope is 5/7 and which passes through the point (-2, -1).

(A) 5 x - 7 y + 3  =  0 

(B) 2 x - 3 y - 8  =  0

(C) x - 3 y - 10  =  0

Solution

Question 6 :

Find the equation of a straight line whose slope is 7 and which passes through the point (5,-6).

(A) x - y + 21  =  0 

(B) 7 x + y + 41  =  0 

(C) x - 2 y + 8  =  0

Solution

Question 7 :

Find the equation of a straight line whose slope is 6 and which passes through the point (-1,-2) 

(A)  2x - y + 21  =  0

(B) 2x - 3 y - 2  =  0 

(C) 6x - y + 4  =  0

Solution

Question 8 :

Find the equation of a straight line whose slope is 2/3 and which passes through the point (-2,-4) 

(A) x + y + 16  =  0 

(B) 2 x - 3y + 16  =  0

(C) x + y + 16  =  0

Solution

Question 9 :

Find the equation of a straight line whose slope is -1/5 and which passes through the point (-3, -1) 

(A) x + 5y + 8  =  0 

(B) 2x - 5 y - 8  =  0 

(C) x - y + 7  =  0

Solution

Question 10 :

Find the equation of a straight line whose slope is -2/7 and which passes through the point (-5,-4).

(A) 2x + 7y + 38  =  0 

(B) x - y + 38  =  0 

(C) 2x - 7y - 38  =  0

Solution

Kindly mail your feedback to v4formath@gmail.com

We always appreciate your feedback.