The magnitude of two vectors are 3 and 4,and their scalar product is 8.find the angle between the vectors
Answers
Answered by
11
Let two vectors be supposed a and b,
Then,
|a|=3 & |b|=4
a->.b->=6
Then,
α=cos^-1(6/(4*3)
Or, α=cos^-1(1/2)
.°.α=60°
This is the best answer.hope it helps you.
Then,
|a|=3 & |b|=4
a->.b->=6
Then,
α=cos^-1(6/(4*3)
Or, α=cos^-1(1/2)
.°.α=60°
This is the best answer.hope it helps you.
Shivangi500:
nice solution
Answered by
7
hii mate!
Let two vectors be supposed a and b,
Then,
|a|=3 & |b|=4
a->.b->=6
Then,
α=cos^-1(6/(4*3)
Or, α=cos^-1(1/2)
↔.α=60°
_______
hope it helps !!
Let two vectors be supposed a and b,
Then,
|a|=3 & |b|=4
a->.b->=6
Then,
α=cos^-1(6/(4*3)
Or, α=cos^-1(1/2)
↔.α=60°
_______
hope it helps !!
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