If `a+b+c=0 and |a|=sqrt(37),|b|=3, |c|=4` then the angle between b and c is

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If vec a + vec b + vec c = vec 0 , | vec a | = sqrt(37) , | vec b | = 3 and | vec c | = 4 then angle If vec a + vec b + vec c = vec 0 , | vec a | = sqrt(37) , | vec b | = 3 and | vec c | = 4 then angle
If a + b + c = 0 and |a|=โˆš37 |b|=3 |c|=4 then the angle between b and c is .. | cbse class 12 maths If a + b + c = 0 and |a|=โˆš37 |b|=3 |c|=4 then the angle between b and c is .. | cbse class 12 maths
If a+b+c=0 and a =3 b =5 c=7 then find the angle between a and b | Vector Algebra Important Question If a+b+c=0 and a =3 b =5 c=7 then find the angle between a and b | Vector Algebra Important Question
If a + b +c =0 , |a|=โˆš37 , |b|=3 and |c|=4, then angle between b and c is #cbse #cbse2025 If a + b +c =0 , |a|=โˆš37 , |b|=3 and |c|=4, then angle between b and c is #cbse #cbse2025
If ๐š + ๐› + ๐œ = 0, |๐š| = 3, |๐›| = -5, |๐œ| = 7, then angle between the vectors ๐š and ๐› is If ๐š + ๐› + ๐œ = 0, |๐š| = 3, |๐›| = -5, |๐œ| = 7, then angle between the vectors ๐š and ๐› is
[IIT 1995] Find the angle between a and b if a X (b X c) = (b + c)/sqrt(2). [IIT 1995] Find the angle between a and b if a X (b X c) = (b + c)/sqrt(2).
If a + b + c = 0, and |a| = 3, |b| = 5, |c| = 7, then what is the angle between a and b ? If a + b + c = 0, and |a| = 3, |b| = 5, |c| = 7, then what is the angle between a and b ?
If |Aโƒ—ร—Bโƒ—|=(Aโƒ—ยทBโƒ—)/โˆš(3) then the value of angle between Aโƒ— and Bโƒ— is: a. 0^0 b. ฯ€ c. ฯ€/2 d. ฯ€/6 If |Aโƒ—ร—Bโƒ—|=(Aโƒ—ยทBโƒ—)/โˆš(3) then the value of angle between Aโƒ— and Bโƒ— is: a. 0^0 b. ฯ€ c. ฯ€/2 d. ฯ€/6