P. example I P. HW 1. In the last ex D = ? 2. Show that L: x=1-2t y = t z=-t and the Plans I 6x-37+32 = 1 are per pendicular LIP, theu find the point of intersecticu. 3. Find an equation of the plan that contanis the point (2,2,3) and the line x=-1+ t = y=t: 2 t: 2=-4+25 4. Show that L: x=-1tt g=3+2t 2.-t and the plane I: 2x-ey-22=-3 are parallel, then find the distance between...
(4) (15 marks) Repeat the Question 2 for the following matrices -3 4 0] 0 0 A -2 30 B 0 -1 0 -8 8 1 0 0 1 ū= 10 = > 3 (I) (2 mark) Find the characteristic polynomial of matrix A. (II) (1 mark) Find eigenvalues of the matrix A. III) (2 mark) Find a basis for the eigenspaces of matrix A. IV) (1 mark) What is the algebraic and geometric multiplicities of its eigenvalues. (V) (2...
Using the Method of Repeated Substitutions, we have: f(n) = (3 *
f(n - 1)) + 2 = ... = 3^(n - 1) - 1.
HW: Prove that f(n)=3"-I, n21, using induction
HW: Prove that f(n)=3"-I, n21, using induction
UnCox(0.2 mA (100) 2 5kohm (a) Find Ad I, I Acm l, Vo Vo2 and CMRR single-ended (b) repeat (a) for differential ouput (c) repeat (b) for 1% mismatch in Rd MH Vi 0.8mA 25kohm
UnCox(0.2 mA (100) 2 5kohm (a) Find Ad I, I Acm l, Vo Vo2 and CMRR single-ended (b) repeat (a) for differential ouput (c) repeat (b) for 1% mismatch in Rd MH Vi 0.8mA 25kohm
1) find all value of i^i, and show that they are all real 2) Find all values of log(-1-i) 3) find a) the cube roots of -1 b) the sixth root of i c) the cube roots of 1-i 4) Find (d/dz) i^z
• HE'S BACK! In previous HW assignments (HW 10 and 14), we found that when we ignored the mass of the pulley, the man's speed was 11.35 ft/s when he hit the ground. Repeat the problem if the pulley is assumed to be a solid disk with a weight of 300 lb and a radius of 3 feet. Use work and energy. This 200-lb man A holds a rope that passes over pulley B and is attached to a 100-1b...
(4) (15 marks) Repeat the Question 2 for the following matrices -3 4 0] 0 0 A -2 30 B 0 -1 0 -8 8 1 0 0 1 ū= 10 = > 3 a diagonal matrix D such that P-AP =D (VI) (2 marks) Find A107 by writing as linear combination of eigenvectors of A. (VII) (2 marks) Find a formula for Ak for all non-negative integers k. (Can k be a negative integer?) VIII) (1 mark) Use (VII)...
Homework: Ch3 Preassignment Save Score: 0 of 4 pts * 3 of 5 (1 complete HW Score: 10%, 2 of 20 pts S3-6 (similar to) Question Hep During 2018 Quant Arlines padary expense of 2 on December 31, 2018 Oud accrued salary expense of 24 Quanta then paid 30 million to employees on January 3, 2019, the company's next payday after the end of the 2018 year. For this sequence of transactions, show what Quanta would report ons 2018 income...
Rank the following organic acids from strongest(1) to weakest (5). НО HO OH С. В. А. Но F HO HO Е. D. NO2 I. A Strongest acid(1) II. С 2. III. B 3. 4. IV. D
HW 1_Chi 1) Find the energies of the following signals below. 2) Find the power and the rms value of the signal belo a) x(-4) b)x(-t) c) x(2-4) 3) for the signal x(t) shown below, sketch the signals b) (-4)[u(t-2)-(-4)] 4) sketch the following signals a) uſt-5) - ult-7) 5) Simplify the following expressions: (a) (2+2) (1) (+3)sw) (c) le='cos (31 – 60°)80) () (sin ka ) s() 6) Evaluate the following integrals: (a) , 8(7)x(1 – t)dt (b) *()8(1-1)dt...