Exercise 3. Consider R³ with its Euclidean inner product. Let U be the plane given by the equation 3r + 2y – z = 0 in R°. sis h h for U -- d) Find the orthogonal projection of v = | 1] into Ut. e)...


Exercise 3. Consider R³ with its Euclidean inner product. Let U be the plane given by<br>the equation 3r + 2y – z = 0 in R°.<br>sis h h for U<br>--<br>d) Find the orthogonal projection of v = | 1] into Ut.<br>e) Write the vector v = |1) as a linear combination of b, b2, bz of R³.<br>

Extracted text: Exercise 3. Consider R³ with its Euclidean inner product. Let U be the plane given by the equation 3r + 2y – z = 0 in R°. sis h h for U -- d) Find the orthogonal projection of v = | 1] into Ut. e) Write the vector v = |1) as a linear combination of b, b2, bz of R³.

Jun 05, 2022
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