Evaluate the following and show your solutions: -1 0 2 -27 2 -1 1. (AB)(A + B) 2. A²+ B2 3. AB - BA 4. det (ATB + BT A) 5. (ATB + BT A)-¹ A = 3 4 1-2 1 B = 2 11 -2 0 1 2
Evaluate the following and show your solutions: -1 0 2 -27 2 -1 1. (AB)(A + B) 2. A²+ B2 3. AB - BA 4. det (ATB + BT A) 5. (ATB + BT A)-¹ A = 3 4 1-2 1 B = 2 11 -2 0 1 2
Evaluate the following and show your solutions: -1 0 2 -27 2 -1 1. (AB)(A + B) 2. A²+ B2 3. AB - BA 4. det (ATB + BT A) 5. (ATB + BT A)-¹ A = 3 4 1-2 1 B = 2 11 -2 0 1 2
Transcribed Image Text:Evaluate the following and show your solutions:
1.
2.
(A − B)(A + B)
A² + B²
3. AB - BA
4. det (ATB + BT A)
5.
(ATB + BTA)-¹
A =
3
4
-2
2
-1
0
-21
2
-11
-2
0
134
-1
-3 2
B = 2
Quantities that have magnitude and direction but not position. Some examples of vectors are velocity, displacement, acceleration, and force. They are sometimes called Euclidean or spatial vectors.
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