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(Solved): e and f only U=a+babbaaandbinRc.U= ...



e and f only
\( \begin{array}{l}U=\left\{\left[\begin{array}{c}a+b \\ a-b \\ b \\ a\end{array}\right] \mid a \text { and } b \text { in }
Exercise 5.3.4 Find a basis and calculate the dimension of the following subspaces of \( \mathbb{R}^{4} \).
a. \( U=\left\{\l
Exercise 5.3.4 Find a basis and calculate the dimension of the following subspaces of . a. and in


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Given subspaces of R4 and have to find the basis for the subspaces U={([abcd]:a+b?c+d=0?R) and U={([abcd]:a+b=c+d?R)So, take any vector x=[x1x2x3x4]?
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