5-1 **Vectors and Magnitudes Educational Exercise**_For this problem, vectors in the text are shown in boldface rather than with arrows over them. Use the standard coordinate system: x horizontal with positive to the right, y vertical with positive up._### Question 1Five pairs of vectors are shown in the diagram below. In each pair, the magnitude of the vectors **A** and **B** are given. For which pair of vectors does the vector difference **A** - **B** not have a magnitude of 5?- [ ] b- [ ] a- [ ] e- [ ] d- [ ] They all have a magnitude of 5- [ ] c### Vector Pairs and Specifications:1. **Pair a** - **A** = 5 (Vector pointing upward to the right at an angle of 60° from the horizontal axis) - **B** = 5 (Vector pointing downward to the right at an angle of 60° from the horizontal axis)2. **Pair b** - **A** = 3 (Vector pointing strictly upward) - **B** = 4 (Vector pointing strictly to the right)3. **Pair c** - **A** = 3 (Vector pointing strictly to the left) - **B** = 2 (Vector pointing strictly downward)4. **Pair d** - **A** = 4 (Vector pointing upward to the left) - **B** = 1 (Vector pointing strictly to the right)5. **Pair e** - **A** = 4 (Vector pointing strictly upward) - **B** = 3 (Vector pointing strictly to the left)

Given data: For pair d A = 4, B =1 Both vectors are in same direction

(For this problem, vectors in the text are shown in boldface rather than with arrows over them. Use the standard coordinate system: x horizontal with positive to the right, y vertical with positive up.) 1. Five pairs of vectors are shown. In each pair, the magnitude of the vectors A and B are given. For which pair of vectors does the vector difference A - B not have a magnitude of 5? O b a O e O d O They all have a magnitude of 5 (b B = 2 B = 4 B = 5 A = 5 A = 3 60° 60° A = 3 A 4 в -1 B = 3