Answer the questions with the help of figure given below.i. State the

1.	Answer the questions with the help of figure given below.i. State the points which are equidistant from point B. ii. Write a pair of points equidistant from point.iii. Find d(U,V), d(P,C), d(V,B), d(U, L).
Answer» i. Points equidistant from point B are a. A and C, because d(B, A) = d(B, C) = 2 b. D and P, because d(B, D) = d(B, P) = 4 ii. Points equidistant from point Q are a. L and U, because d(Q, L) = d(Q, U) = 1 b. P and R, because d(P, Q) = d(Q, R) = 2 iii. a. Co-ordinate of the point U is -5. Coordinate of the point V is 5. Since, 5 > -5 ∴ d(U, V) = 5 – (-5) = 5 + 5 ∴ d(U, V) = 10 b. Co-ordinate of the point P is -2. Co-ordinate of the point C is 4. Since, 4 > -2 ∴ d(P, C) = 4 – (-2) = 4 + 2 ∴ d(P, C) = 6 c. Co-ordinate of the point V is 5. Co-ordinate of the point B is 2. Since, 5 > 2 ∴ d(V, B) = 5 – 2 ∴ d(V, B) = 3 d. Co-ordinate of the point U is -5. Co-ordinate of the point L is -3. Since, -3 > -5 ∴ d(U, L) = -3 – (-5) = -3 + 5 ∴ d(U, L) = 2

Answer the questions with the help of figure given below.i. State the points which are equidistant from point B. ii. Write a pair of points equidistant from point.iii. Find d(U,V), d(P,C), d(V,B), d(U, L).

Answer»

i. Points equidistant from point B are a. A and C, because d(B, A) = d(B, C) = 2 b. D and P, because d(B, D) = d(B, P) = 4

ii. Points equidistant from point Q are a. L and U, because d(Q, L) = d(Q, U) = 1 b. P and R, because d(P, Q) = d(Q, R) = 2

iii. a. Co-ordinate of the point U is -5. Coordinate of the point V is 5. Since, 5 > -5

∴ d(U, V) = 5 – (-5) = 5 + 5

∴ d(U, V) = 10

b. Co-ordinate of the point P is -2.

Co-ordinate of the point C is 4.

Since, 4 > -2

∴ d(P, C) = 4 – (-2) = 4 + 2

∴ d(P, C) = 6

c. Co-ordinate of the point V is 5.

Co-ordinate of the point B is 2.

Since, 5 > 2

∴ d(V, B) = 5 – 2

∴ d(V, B) = 3

d. Co-ordinate of the point U is -5.

Co-ordinate of the point L is -3.

Since, -3 > -5

∴ d(U, L) = -3 – (-5) = -3 + 5

∴ d(U, L) = 2