A vector C has magnitude of 11 m/s and makes an angle 65° degree with the positive x-
axis, vector D has Cartesian co-ordinates Dx = 4m/s
2 and Dy = −3 m/s
2. Find the difference C⃗ -D�⃗ between
two vectors.
Given:
Cx=11∗cos65∘=4.65 m/sC_x=11*\cos65^{\circ}=4.65\:\rm m/sCx=11∗cos65∘=4.65m/s
Cy=11∗sin65∘=9.97 m/sC_y=11*\sin65^{\circ}=9.97\:\rm m/sCy=11∗sin65∘=9.97m/s
Dx=4.00 m/sD_x=4.00\:\rm m/sDx=4.00m/s
Dy=−3.00 m/sD_y=-3.00\:\rm m/sDy=−3.00m/s
The difference between two vectors:
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