10p Find complex numbers t = Z1 + Z2 and s-Z1-72, both in polar form, for...
9The middle area between z1 and z2 is 0.7500 P(z1<z<z2) - 0.7500 1.04 1.08 1.15 1.04 1.08 1.15 1.20 10 The middle area between z1 and z2 is 0.8000 P(z1<z<z2) - 0.8000 1.28 1.34 1.41 1.48 1.34 1.41
1) 2) Find the product Z122 in polar form. Z1 = 8 cis s cis() 4 cis (1) Z2 = 4 cis Write the complex number in polar form. 4 - 4731
Question 16 < > Write the following numbers in the polar form reil, o <o<27: 1 (a) 9 T= ,0= (b) 2 + 2i T= ,0 = (c)-9 - 9i T = Submit Question 30 dtv S
Problem 4. (5 points each question). Given two complex numbers Zi and Z2 in the polar form. Find the result of operation Zi+Z2 and express it in the polar form. 1. Zi= 17 2 20; Z2 = 132 -80; ZI+Z2 2. Zi 64 2 105; Z2 = 772 -150 Zi+Z2 =
3i)16 in polar form: z r(cos 0isin 0) where (1 Write the complex number z and e= The angle should satisfy 0 0 < 2«.
in positive sense (both exercises) 1) 2)where z2 is the root of z^3 - 1 that is in the second quadrant. -0<R< 3 1 dz. 12-11=R 23 -1 Jos os -0907 1 dz 12-22=0.997 23 - 1
-/5 points Trig2 5.3.061. in radians. Let ose < 2.) Write 21 and 22 in polar form. (Express z = √3+1, 32= 1 + √3i 1 = Find the product z122 and the quotients and (Express your answers in polar form with expressed in radians.) Z1 Z2 = Need Help? Read it Watch it
(1 point) Write each of the given numbers in the polar form re',-a <O<n. s= (b) – 31(2 + iv3) p= ,0= (C) (1+i)4 p=
Find the length s of the path (2 + 141, 3 +212) over the interval 7 <1 38. (Express numbers in exact form. Use symbolic notation and fractions where needed.) s= Find the length s of the path (r + 5,12 + 8) over the interval 5 <1 37. (Use symbolic notation and fractions where needed.) S =
t <2 2 < t < 3 t23 0, 2 sin(rt), 0, Find the Laplace transform F(s) of f(t) F(s) = hw9,47