MATH 1502 Midterm: MATH 1502 GT Practice Exam2 v1
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Math 1502, practice problem set for exam 2: determine whether the given sets of vectors are linearly dependent/independent. + z = 5 x x + y z = 10 (f) 2x y. 4x + y + 2z + w = 9: small apples sell for /pound, while large apples sell for /pound. If 100 pounds of apples were sold for , how many pounds of small/large apples were sold: describe the set of vectors x1 x2 x3. And dependent. (f) the domain of the linear transformation t (x) = ax with a = (cid:20)1 2 3 4. R2. (g) the range of the linear transformation t (x) = ax with a = (cid:20)1 2 3 4. Z (a) t (b) t (c) t x y z x y z x y z. 2x + 2y + 3z y + 4z. Page 2: consider a linear map t (x) = ax, where.
