6. Two vectors of length a and b make an angle of theta (0) with each other when placed tail to tail. Prove, taking components along two perpendicular axes, that the length of the resultant vector is r = √a² + b² + 2abcos
6. Two vectors of length a and b make an angle of theta (0) with each other when placed tail to tail. Prove, taking components along two perpendicular axes, that the length of the resultant vector is r = √a² + b² + 2abcos
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when placed tail to tail. Prove, taking components along two perpendicular
axes, that the length of the resultant vector is
r = √a² + b² + 2abcos"
Transcribed Image Text:6. Two vectors of length a and b make an angle of theta (0) with each other
when placed tail to tail. Prove, taking components along two perpendicular
axes, that the length of the resultant vector is
r = √a² + b² + 2abcos
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