Question

X=-3,Y=7 find distance d(A,B)​

Answer 1

$\sf\huge\bold{Answer:}$

Given :

$x = - 3 \\ y = 7$

To find :

distance d(A,B)

Solution :

As we know that in this condition

distance (d) = difference between two numbers.

$\fbox{Note}$ : Here difference = larger no. - smaller no. (because the distance is always positive )

So,on inserting values

⇒d(A,B) = 7 - (- 3)

⇒d(A,B) = 7 + 3

⇒d(A,B) = 10 units.

so,distance d(A,B) = 10 units.

Answer 2

${\huge{\mathfrak{\orange{\fcolorbox{red}{green}{\underline{ansWer}}}}}}$

distance (d) = difference between two numbers.

⇒ Here difference = larger no. - smaller no. (because the distance is always positive )

So,on inserting values

⟶d(A,B) = 7 - (- 3)

⟶d(A,B) = 7 + 3

⟶d(A,B) = 10 units.

so,distance d(A,B) = 10 units.