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Question 1.1 Question. Let A be an orthogonal matrix. Show that det(A)=±1. Show that if B also is orthogonal and det(A)=−det(B), then A+B is singular. Proof. Since A is orthogonal, we have AT=A−1. Hence, 1=det(I)=det(AA−1)=det(AAT)=det(A)2, which means det...
0>1 Zero is not larger than 1. This informs us that the point(0,0)is not included in the shaded region. Since(0,0)is below the dashed line, we would instead shade the area that is above the dashed line. Question #8: Adding and Subtracting Polynomials.Shaun’s father works as a ...
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Proportionally increase or decrease the number of questions in the assignment. This is very useful when planning a lesson. You can create a few questions to use as examples, and then scale up the number of question to create a homework assignment. The questions on the homework will be complet...
Proportionally increase or decrease the number of questions in the assignment. This is very useful when planning a lesson. You can create a few questions to use as examples, and then scale up the number of question to create a homework assignment. The questions on the homework will be complet...
Statement (2) ALONE is sufficient, but statement (1) alone is not sufficient to answer the question asked. BOTH statements (1) and (2) TOGETHER are sufficient to answer the question asked, but NEITHER statement ALONE is sufficient to answer the question asked. ...