If b and c are non-collinear vectors and vector a is a vector such that a.(b+c)= 4 and a x (b x c) = (x 2 -2x+6)b+ (sin y)c and 0 Ans. (1,pi/2)

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you have not mentioned the question part as what I have to solve. please check and repost this, You can also attach an image. I will be happy to help you. Regards Arun (askIITians forum expert)

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If b and c are non-collinear vectors and vector a is a vector such that a.(b+c)= 4 and a x (b x c) = (x 2 -2x+6)b+ (sin y)c and 0 Ans. (1,pi/2)

If b and c are non-collinear vectors and vector a is a vector such that a.(b+c)= 4 and a x (b x c) = (x²-2x+6)b+ (sin y)c and 0
Ans. (1,pi/2)

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If b and c are non-collinear vectors and vector a is a vector such that a.(b+c)= 4 and a x (b x c) = (x 2 -2x+6)b+ (sin y)c and 0 Ans. (1,pi/2)

If b and c are non-collinear vectors and vector a is a vector such that a.(b+c)= 4 and a x (b x c) = (x2-2x+6)b+ (sin y)c and 0 Ans. (1,pi/2)

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If b and c are non-collinear vectors and vector a is a vector such that a.(b+c)= 4 and a x (b x c) = (x²-2x+6)b+ (sin y)c and 0
Ans. (1,pi/2)