Answer :

The distance between points A(x_{1}, y_{1}) and B(x_{2}, y_{2}) is given by,

1.** Given Points:** A(2, 3) and B(4, 1)

we can see that,

x_{1} = 2

x_{2} = 4

y_{1 }= 3

y_{2} = 1

Putting the values in the distance formula we get,

d =

⇒ d =

⇒ d = √8

2. **Given Points:** P(-5, 7) and Q(-1, 3)

we can see that,

x_{1} = -5

x_{2} = -1

y_{1} = 7

y_{2} = 3

Putting these values in distance formula we get,

d =

d = √32

3. Given Points: R(0, -3), S(0, 5/2)

we can see that,

x_{1} = 0

x_{2} = 0

y_{1} = -3

y_{2} = 5/2

d =

d =

d =

4. Given Points: L(5, -8), M(-7, -3)

we can see that,

x_{1} = 5

x_{2} = -7

y_{1} = -8

y_{2} = -3

On putting these values in distance formula we get,

d =

d =

d = √169 = 13

5. Given Points: T(-3, 6), R(9, -10)

we can see that,

x_{1} = -3

x_{2} = 9

y_{1} = 6

y_{2} = -10

On putting these values in distance formula we get,

d =

d =

d = 20

6. Given Points: W(), X(11, 4)

we can see that,

x_{1} = -7/2

x_{2} = 11

y_{1} = 4

y_{2} = 4

On putting these values in distance formula we get,

d =

d =

d =

Rate this question :

<span lang="EN-USMaharashtra Board - Geometry Papers

<span lang="EN-USMaharashtra Board - Geometry Papers

<span lang="EN-USMaharashtra Board - Geometry Papers

<span lang="EN-USMaharashtra Board - Geometry Papers

Attempt any four Maharashtra Board - Algebra Papers

Find the coordinaMHB - Mathematics Part-2

In the following MHB - Mathematics Part-2

Show that A(4, -1MHB - Mathematics Part-2

Find the possibleMHB - Mathematics Part-2

Show that the □PQMHB - Mathematics Part-2