Ā+B= c , lÃ1 = (B1 =15, then the angle.
between à and 8 is
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SOLUTION-;
- Given, a+b+c=0
- and ∣a∣=5,∣b∣=3,∣c∣=7
- ⇒a+b=c
- On squaring both sides, we get
- (a+b)
- 2
- =(−c)
- 2
- ⇒∣a+b∣
- 2
- =∣c∣
- 2
- ⇒∣a∣
- 2
- +∣b∣
- 2
- +2a⋅b=∣c∣
- 2
- (∵θ be the angle between a and b)
- ⇒(5)
- 2
- +(3)
- 2
- +2∣a∣∣b∣cosθ=(7)
- 2
- ⇒25+9+2⋅5⋅3cosθ=49
- ⇒30cosθ=15
- ⇒cosθ=
- 2
- 1
-
- =cos60
- ∘
- ⇒θ=
- 3
- π
-
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