Question

between
. If a+b+c=0. The angle
ā and 6.5 and c are 150° and 120°, respectively
Then, the magnitude of vectors ā, 5 and c are in
ratio of :-
(1) 1:2:3
(2) 1:2:√3
(3) √3:2:1
(4) 2:√3:1​

Answer 1

Answer:

1:2:root3

Explanation:

Answer 2

Question :- between

between. If a+b+c=0. The angle

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectively

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectivelyThen, the magnitude of vectors ā, 5 and c are in

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectivelyThen, the magnitude of vectors ā, 5 and c are inratio of :-

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectivelyThen, the magnitude of vectors ā, 5 and c are inratio of :-(1) 1:2:3

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectivelyThen, the magnitude of vectors ā, 5 and c are inratio of :-(1) 1:2:3(2) 1:2:√3

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectivelyThen, the magnitude of vectors ā, 5 and c are inratio of :-(1) 1:2:3(2) 1:2:√3(3) √3:2:1

between. If a+b+c=0. The angleā and 6.5 and c are 150° and 120°, respectivelyThen, the magnitude of vectors ā, 5 and c are inratio of :-(1) 1:2:3(2) 1:2:√3(3) √3:2:1(4) 2:√3:1

Answer :- $1</strong><strong>:</strong><strong>2</strong><strong>:</strong><strong> \sqrt{3}$

Hope it's helped u__"__"__!!!!!