What vector must be added to the sum of two vectors and so that the resultant is a unit vector alo

What vector must be added to the sum of two vectors and so tha

1.	What vector must be added to the sum of two vectors and so that the resultant is a unit vector alo
Answer» given vectors are DENOTED by A and B Then, A+B= -2i+J+4k. If the REQUIRED vector is ai+bj+ CK Then, (a-2)i +(b+1)j +(c+4)k = k, as PER given in the question.Hence comparing the components, we get a=2, b = -1 and c = -3. Therefore the answer is 2i -j - 3k.

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What vector must be added to the sum of two vectors ￼and ￼so that the resultant is a unit vector alo​

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What vector must be added to the sum of two vectors and so that the resultant is a unit vector alo