Refer to figure Find a the magnitude, b x and y components and c. the angle with the X-axis of the resultant of `vec(OA), vec(BC) and vec(DE)`.
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The magnitude of the resultant of vec(A)+vec(B) and vec(A)-vec(B) is

What is the angle between A and the resultant of (vec A + vec B) and (vec A -vec B) ?

The magnitude of x and y components of vec(A) are 7 and 6 respectively . Also , the magnitudes of x and y components of vec(A)+vec(B) are 11 and 9 respectively . Calculate the magnitude of vector vec(B)

The magnitude of x and y components of vec(A) are 7 and 6 respectively . Also , the magnitudes of x and y components of vec(A)+vec(B) are 11 and 9 respectively . Calculate the magnitude of vector vec(B)

The magnitude of vectors vec(OA), vec(OB) and vec (OC) in figure are equal. Find the direction of vec(OA)+vec(OB)-vec(OC) . .

The magnitude of vectors vec(OA), vec(OB) and vec (OC) in figure are equal. Find the direction of vec(OA)+vec(OB)-vec(OC) . .

The magnitude of vectors vec(OA), vec(OB) and vec (OC) in figure are equal. Find the direction of vec(OA)+vec(OB)-vec(OC) . .

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) .

Three vector as shown in (figure) have magnitudes |vec(a)|=3,|vec(b)|=4 ,and |vec(c )|=10 a.Find the x and y components of these vectors. b.Find the numbers p and q such that vec(c )=pvec(a)+qvec(b) .

Three vector as shown in (figure) have magnitudes |vec(a)|=3,|vec(b)|=4 ,and |vec(c )|=10 a.Find the x and y components of these vectors. b.Find the numbers p and q such that vec(c )=pvec(a)+qvec(b) .