Please read the question thoroughly and show all your work, please. 2. Let z1=4+4i, z2=-5-5i. Find the trig form of z1 and 22. Then, find 21/22 and 2122
I. Given Z-2- i and Z2-1 2i. Find the following and express your answer in the form a+ ib (c) Z, Z, (b) 22, +Z, (a).
Express the product of 21 and 22 in standard form given that: z1 = 14 (cos(x) + i sin(a)] and z2 = 2/2 (cos(3) + i sin(*)] 23.275 - 32.035 32.035 - 23.275i 32.035 +23.275i • 23.275 + 32.035i
Find the product z1z2 and the quotient 21. Express your answers in polar form. 22 21 = 5 cos = 5(cos(1) + i sin()). 22 = 8(cos(65) + i sin (75)) 2122 = Z1 Z2
Question 1) Find I = z +2 3z - 2 + 3i 22 + (2i - 2)2 - 4i ] dz, C:\z| = 3, CW a. 4πί b. 8πί C. 2πί d. -2π(3 +i) e. 0.0 f. ο g. -4πί h. 6π
Let A = [2-3i 3 + 2i [ 5 - 1+i –1 + i 21 1-11 -1-il -2 ] The set of solutions to the equation Ax = 0 is 22 = [Select] 23+ [Select] 21
I(s) Example 4 Z1(s) vis) By Mesh Analysis, we can express : (z1+Z2) I(s)-V(s) Fundamentally, we know : Vo(s)-Z21(s)-1(s)- 2 From substitution, we find that o VS (Z1+ Z2) Regarding Example 4, find the following transfer f Matlab, and provide the answer using the pretty function. Show your work and the Matlab code. unctions. Use
③ Let 2,= 2-3 , z = 1+ 2i Find (22) 2 0 ③ compute a Ct - ;) e ① & 2 + 1 - ② i + ti
5. B My Not -12.38 points SAlgTrig4 8.1.005. Let Z1 = 9(cos(70) + i sin(3) and 22 - 5(cos(57) + i sin(58). Find 2122 and 21. (Enter your answers in a + by form.) 2122 -
answer 20 21 and 22 correctly and show work. DO NOT repost answers from previous questions. i paid 15$ for NEW CORRECT ANSWERS Solve the following questions for θ Unless otherwise specified give all solutions as exact radian measures such that 0 θ < 2π. ) 201+3 tane (3+cos0)-0 门介 A. 13介 IT 5介 a15 Jd 寸 21. (22./4 sine-sin θ = 0 solve 20 21 and 22 and show correct work