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By evaluating their dot product, find the values of the

Chapter 1, Problem 1.6

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QUESTION:

By evaluating their dot product, find the values of the scalar s for which the two vectors b = x + s'Sr and c = x sS7 are orthogonal. (Remember that two vectors are orthogonal if and only if their dot product is zero.) Explain your answers with a sketch.

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QUESTION:

By evaluating their dot product, find the values of the scalar s for which the two vectors b = x + s'Sr and c = x sS7 are orthogonal. (Remember that two vectors are orthogonal if and only if their dot product is zero.) Explain your answers with a sketch.

ANSWER:

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If the dot product of two vectors are equal to zero , then the vectors are said to be orthogonal  

                                                               

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