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Que. Find the unit vector of vector A+ vector B where vectorA =2 i cap - j cap 3 k cap and vector B = 3 i cap -2 j cap - 2 k cap Please solve this in easy way .?
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Que. Find the unit vector of vector A+ vector B where vectorA =2 i cap...
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Que. Find the unit vector of vector A+ vector B where vectorA =2 i cap...
To find the unit vectors of vector A and vector B, follow the steps below:

Step 1: Find the magnitude of vector A and vector B.

The magnitude of vector A is given by:

|A| = sqrt((2)^2 + (-1)^2 + (3)^2) = sqrt(14)

The magnitude of vector B is given by:

|B| = sqrt((3)^2 + (-2)^2 + (-2)^2) = sqrt(17)

Step 2: Divide each component of vector A and vector B by their respective magnitudes.

The unit vector of vector A is given by:

A/|A| = (2/sqrt(14))i - (1/sqrt(14))j + (3/sqrt(14))k

The unit vector of vector B is given by:

B/|B| = (3/sqrt(17))i - (2/sqrt(17))j - (2/sqrt(17))k

Therefore, the unit vector of vector A is (2/sqrt(14))i - (1/sqrt(14))j + (3/sqrt(14))k and the unit vector of vector B is (3/sqrt(17))i - (2/sqrt(17))j - (2/sqrt(17))k.
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Que. Find the unit vector of vector A+ vector B where vectorA =2 i cap - j cap 3 k cap and vector B = 3 i cap -2 j cap - 2 k cap Please solve this in easy way .?
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