So, writing LHS
So first multiplying numerator and denominator by 40+j240
So,
As we know j^2 = -1
So we get
So in rectangular coordinates
x = -0.99
y = 0.29
Find the following operation in Rectangular form with a step by step solution: M= (30+j250) (40-2240)...
1) Convert the following polar equation of r=2sintheta into a rectangular form. 2) List and find all of the sixth roots of 4.
please perform by hand and explain the process Convert from rectangular to Polar form: Giveni 40+; 10
1) Convert the following polar equation of r=2sintheta into rectangular form. 2) List and find all of the sixth roots of 4.
Name: Convert the polar equation to rectangular form. 11. r-iosin θ 78 12. Find the eccentricity of the polar equation r-26+cos θ. Name: Convert the polar equation to rectangular form. 11. r-iosin θ 78 12. Find the eccentricity of the polar equation r-26+cos θ.
III) Perform the following complex number conversions (a) convert the complex number Zi- 3+j4 to polar form tb) convert the complex number Z2-4 e0 to polar and rectangular form Hint: Z2-rexponential form. form IV What are the phase relationship between the sinusoidal waveforms brelow: v=4sin (wt + 50) i 6 sin (wt + 40) (b) v 2 cos (wt 30) i 5 sin (wt60)
b) r = 4 sin 8. 7. Convert each of the following equations from rectangular form to polar form. Solve for r. a) X = 3 b) x2 + (y + 2)2 = 4.
Find the following product, and write the product in rectangular form. (52 cis 30°) (1/2 cis 60°) (v2 cis 30°) (72 cis 60°) - 0 (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression. Type your answer in the form a +bi)
Solve each of the following triangles (if possible). Then, find the area of each. ?=32.7°, a=37.5 cm, b=28.6 cm a=4.1 in, b=9.8 in, c=6.2 in Let z1=4+4i, z2=-5-5i. Find the trig form of z1 and z2. Then, find z1/z2 and z1z2 Find all of the 6th roots of 4 Convert the rectangular equation x2=4y to polar form Convert the polar equation r=2sin? to rectangular form Find all solutions to the equation sin2x-sinxcosx=cosx on the interval [0,2?)
Find the following product, and write the product in rectangular form. [4( cos 60° + i sin 60°)][3( cos 30° + i sin 30°)] [4( cos 60° + i sin 60°)][3( cos 30° + i sin 30°)] = | (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression. Type your answer in the form a + bi.)
Please Answer ASAP Find the following product, and write the product in rectangular form (75 cis 60°) (V5 cis 30°) (75 cis 60°) (75 cis 30°) = 0 (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression. Type your answer in the form a +bi.)