Exercise for Section A 1. (10)3 +5)-? 3. (6-5+2)(5)-? 4.8+ (5(4)- 5. (10)(11)-1-? 6. 5+ 12/4-? 7. 10 + (2)(5)-5-? 8. 25-(92)+3-? 9. [(4 + 73- DI8-3]-? 10. [(3+5)+ (DX2)12- 11. The result of multiplication is known as the C. sum. 12. The result of addition is known as the C. sum. A. product. B. quotient. D. difference. A. product. B. quotient. 13. (4 +6(11)-? 14. (7-1+2)(4)-? 15. 20/(5 +5)-? 16. 9 +8/2-? 17. (12)(12)-3- 18. 9+ (4x8)-? 19. 15/3...
Consider the following matrix 1 4 -1 1 A= 1 5 24 L2 8-22 Find a basis for the row space of A. (If a basis does not exist, enter DNE into any cell.) Find a basis for the null space of A. (If a basis does not exist, enter DNE into any cell.)
Question 6 4 pts Calculate the TON and TOF for the reaction of benzylamine to benzonitrile if 0.5 mol% catalyst is used at 95 degrees C for 19 hours to generate an 83% yield of product. CN NH, 0.5 mol % catalyst 95 °C. 19 h Hint: 0.5 mol % catalyst means that 0.005 mole catalyst are used for every mole of reactant. You will need to use the definitions of TON and TOF to answer this question.
Given lines L1 : Ty (1-1)+(21) -2 1 and L2: y 4 8+t2 3 (a) Find the point of intersection of lines Lị and L2. (b) Determine the cosine of the angle between lines L, and L2 at the point of intersection. © Find an equation in form ax +by+cz = d for the plane containing lines L, and Lu. (d) Find the intersection, if any, of the line Ly and the plane P : 3x – 4y + 72...
1. Consider the matrix 12 3 4 A 2 3 4 5 3 4 5 6 As a linear transformation, A maps R' to R3. Find a basis for Null(A), the null space of A, and find a basis for Col(A), the column space of A. Describe these spaces geometrically. 2. For A in problem 1, what is Rank(A)?
find equivalent fractions: 6/10, 3/4, 4/12 and 1/5
L (5%) Find the product AB, if 1 2 4
Determine if the following two lines intersect or not. L1: [x, y] = [1, 5] + s[‒6, 8] L2: [x, y] = [2, 1] + t [9, ‒12]
4. Determine the disorder of the permutation (1 3 5 6 2) in S6. Write (1 3 5 6 2) as a product of as few as possible simple transpositions. (Simple transpositions are permutations which swap objects in adjacent positions only.) Justify why your product is as short as possible.
4. Determine the disorder of the permutation (1 3 5 6 2) in S6. Write (1 3 5 6 2) as a product of as few as possible simple transpositions....
4. Determine the disorder of the permutation (1 3 5 6 2) in S6. Write (1 3 5 6 2) as a product of as few as possible simple transpositions. (Simple transpositions are permutations which swap objects in adjacent positions only.) Justify why your product is as short as possible.
4. Determine the disorder of the permutation (1 3 5 6 2) in S6. Write (1 3 5 6 2) as a product of as few as possible simple transpositions....