Question

All the streets of a city are either perpendicular or parallel to one another. The streets are all straight. Streets N, O, P, Q and R are parallel to one another. Streets S, T, U, V, W, X and Y are horizontally parallel to one another. i. Street N is 1 km east of Street O. ii. Street O is half km west of Street p. iii. Street Q is 1 km west of Street R. iv. Street S is 1 km south of Street T. v. Street U is 1 km north of Street V. vi. Street W is half km north of Street X. vii. Street W is 1 km south of Street y. Q 1) lf W is parallel to U and W is half km south of V and 1 km north of T, then which two streets would be 1 & %km apart ? (a) U and W (b) V and S (c) V and T (d) W and V Q 2) Which of the following possibilities would make two streets coincide ? (a) x is half km north of u (b) p is 1 km west of q (c) O is half km east of N (d) R is half km east of O Q 3) street R is between o and p, then the distance between p and q is (a) half km (b) 1 km (c) 1.5 km (d) 1.25 km Q 4) R is between o and p, then which of the following is false ? (a) a is 1.75 km west of N (b) p is less than 1 km from q (c) R is less than 1 km from N (d) Q is less than 1 km from o Q 5) Which of the following is necessarily true ? (a) R and O intersect (b) Q is 2 km west of O (c) Y is 1.5 km north of X (d) Q is at least 2 km west of N

Answer 1

Answer:

i also dont know it is really difficult

Answer 2

If W is parallel to U and W is 1/2 km south of V and 1 km north of T, then U and W two streets would be 1 & 1/2 km apart.