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[" 3.Add vectors "vec A,vec B" and "vec ...

[" 3.Add vectors "vec A,vec B" and "vec C" each having magnitude of "100],[" unit and inclined to the "X" -axis at angles "45^(@),135^(@)" and "],[315^(@)" respectively."]

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Add vectors vecA,vecB and vecC each having magnitude of 100 unit and inclined to the X-axis at angles 45^@, 135^@ and 315^@ respectively.

Add vectors vecA,vecB and vecC each having magnitude of 100 unit and inclined to the X-axis at angles 45^@, 135^@ and 315^@ respectively.

Add vectors vecA,vecB and vecC which have equal magnitude s of 50 unit and are inclined at angles of 45^(@), 135^(@) and 315^(@) respectively from x-axos.

Add vectors vecA,vecB and vecC which have equal magnitude s of 50 unit and are inclined at angles of 45^(@), 135^(@) and 315^(@) respectively from x-axos.

Add vectors vecA,vecB and vecC which have equal magnitude s of 50 unit and are inclined at angles of 45^(@), 135^(@) and 315^(@) respectively from x-axos.

Add vectors vecA,vecB and vecC which have equal magnitude s of 50 unit and are inclined at angles of 45^(@), 135^(@) and 315^(@) respectively from x-axos.

If vectors vec A , vec B and vec C have magnitudes 5, 12 and 13 units and vec A + vec B =vec C , find theangle between vec B and vec C .

If vectors vec(A),vec(B) and vec(C) have magnitudes 8,15 and 17 units and vec(A) +vec(B) = vec(C) , find the angle between vec(A) and vec(B) .

If vec a and vec b are unit vectors inclined to x-axos at angle 30^(@) and 120^(@) then |vec a+vec b|

If vec a and vec b are two vectors of magnitude 1 inclined at 120^(@), then find the angle between vec b and vec b-vec a .