What is the resultant of two vectors 6kgf and 8kgf acting at a point at an angel of 60degree
Answers
Answered by
4
Answer:
Explanation:
Use the Cosine Rule. Vinod seemed to use it, but it's not clear where the “1/2” in his equation came from.
The cosine rule is given by
a2=b2+c2−2bc
×Cos(A)
Let a=resultant, b=6, c=8 and A=120°
(120° is the supplementary angle of 60°)
a2=62+82−2(6)(8)Cos(120)
a2=148
a≈12.17
To help visualize you can use, what's called, the parallelogram method.
Answered by
1
Answer:
Use the Cosine Rule. Vinod seemed to use it, but it's not clear where the “1/2” in his equation came from.
The cosine rule is given by
a2=b2+c2−2bc
×Cos(A)
Let a=resultant, b=6, c=8 and A=120°
(120° is the supplementary angle of 60°)
a2=62+82−2(6)(8)Cos(120)
a2=148
a≈12.17
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