B is 25 m south of A. C is 10 m east of B. D is 30 m north of C. E is 7 m east of D. X is 18 m south of E. M is 12 m south of X. C is 7 m west of M.

If Point W is 3 m to the north of A, then what is the distance between B and W?

Question

B is 25 m south of A. C is 10 m east of B. D is 30 m north of C. E is 7 m east of D. X is 18 m south of E. M is 12 m south of X. C is 7 m west of M.

If Point W is 3 m to the north of A, then what is the distance between B and W?

Accepted Answer

**Solution:**

1. Given that B is 25 m south of A, so the distance between A and B along the north-south line is 25 m.

2. Point W is 3 m north of A, which means W is 3 m above A on the north-south axis.

3. To find the distance between B and W, calculate the total distance along the north-south line from B to W:
   - From B to A is 25 m north.
   - From A to W is 3 m north.

4. Therefore, the total distance between B and W is:
   $$25 + 3 = 28 	ext{ m}$$

**Answer:** $28 	ext{ m}$

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