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The Angle Made By The Vector A =i^ + J^ With The X-axis Is ?
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The Magnitude Of A Given Vector With End Points (4, - 4, 0) And (- 2, ·- 2, 0) Must Be
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How Many Minimum Numbers Of Coplanar Vectors Having Different Magnitudes Can Be Added To Give Zero Resultant
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The Area Of The Parallelogram Represented By The Vectors A->=2i^+3j^ And B->=i^+4j^ Is?
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The Angle Between Vectors (i^+j^) And (j^+k^) Is ?
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The Angle Between Two Vectors -2i^+3j^+k^ And I^+2j^-4k^ Is?
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23 votes1 answer772 viewsAbhishek 5 Years Ago
Consider Two Vectors F1-> =2i^+5k^ And F2-> =3 J^+4k^. The Magnitude Of The Scalar Product These Vectors Is ?
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What Displacement Must Be Added To The Displacement 25 I^-6j^ M To Give A Displacement Of 7.0 Pointing In The X-direction
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What Vector Must Be Added To The Two Vectors I^-2j^+2k^ And 2i^+j^-k^, So That The Resultant May Be A Unit Vector Along The X-axis
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The Value Of Sum Of Two Vectors A-> And B-> With (theta) As The Angle Between Them Is
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A Particle Has A Displacement Of 12 M Towards East And 5 M Towards North Then 6m Vertically Upward. The Sum Of These Displacements Is
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The Magnitude Of The Vector Which Comes On The Addition Of Two Vectors, 6 I^+7 J^, And 3 I^+4j^ Is
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Find The Resultant Of Three Vectors OA, OB, And QC Showed In The Following Figure. Radius Of·circle Is R.
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The Expression (1/root(2) I^+1/root(2) J^) Is A ?
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0.4 I^ +0.8 J^ +ck^ Represents A Unit Vector When C Is ?
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