Question

Find the distance between two parallel lines 5x-12y+1=0,10x-24y-1=0​

Answer 1

Answer:

Step-by-step explanation:

First make both the co-efficients equal:

5x+12y+20=0. —1.

10x+24y+14=0 ~ 5x+12y+7=0. —2.

Distance between parallel lines formula:

[C2-C1] /Root a^2+b^2

Where C1- Constant term of eq. 1

C2- Constant term of eq.2

a,b - Co-efficients of x and y

Substituting in the above formula we get ,

Distance between parallel lines = 13/13 = 1

Answer 2

Answer:

1

Step-by-step explanation:

First make both the co-efficients equal:

5x+12y+20=0. —1.

10x+24y+14=0 ~ 5x+12y+7=0. —2.

Distance between parallel lines formula:

[C2-C1] /Root a^2+b^2

Where C1- Constant term of eq. 1

C2- Constant term of eq.2

a,b - Co-efficients of x and y

Substituting in the above formula we get ,

Distance between parallel lines = 13/13 = 1