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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
-/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
Write and 22 in polar form. (Express) in radians. Letos B<2) 23-13 +1, 22-1+ v3i 22= Find the product 2122 and the quotients and Express your answers in polar form with expressed in radians.) 2322
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
Find the product 2122 in standard form. (Simplify your answer completely.) 21 - 1+iV3, Z2 = -V3+ 21 22 Write 21 and 22 in trigonometric form and find their product again. 2122 = Finally, convert the answer that is in trigonometric form to standard form. Are the two products equal? O Yes No
10p Find complex numbers t = Z1 + Z2 and s-Z1-72, both in polar form, for each of the following pairs 3, b. Z1 3<30° and Z2 3-150
please read the question thoroughly and show all work, please wait don't do the last one just this photo sorryi just nice 5 please 2. Let z1=4+4i, z2=-5-5i. Find the trig form of z1 and 22. Then, find 21/22 and 2122 5. Convert the polar equation r=2sino to rectangular form
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
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
Given that z1 = 6−3 i and z2 = 3−11 i, find the following in the form x + y i _ Z1 = _ Z1 Z2 = Z1/Z2=