Write polar form of z=-2-i V5 (cos2.68 – i sin2.68) 5(cos2.68 – i sin2.68) V5 (cos2.68 + i sin2.68) 5 (cos2.68 – i sin2.68)

Q: Find z1z2 in polar form. 21 = 3 cos +i sin 22 = 4 +i sin ((늘)에

A: The objective is to find z1z2 in polar form.

Q: Write in Polar form: r(cosθ+isinθ)r(cosθ+isinθ). (0≤θ<2π0≤θ<2π and round to 3 decimal places)…

A: Given:     z = 8 + 10i    0≤θ&lt;2π

Q: Find three additional polar representations of the point, using -2n < 0 < 2n. (Enter your answers in…

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Q: Write polar form of z=-2 -i |

A: Given that the complex number is z=-2-i. It is known that the polar form of the complex number is of…

Q: Write polar form of z=-2-i V5 (cos2.68 +i sin2.68) V5 (cos2.68- i sin2.68) 5 (cos2.68 - i sin2.68)…

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Q: Write polar form of z= – 2-i 5(cos2.68 – i sin2.68) 5 (cos2.68 – i sin2.68) 3 V5 (cos2.68 – i…

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Q: Find z1 /z2 in polar form. z1 = 16( cos(110°)+i sin(110°)); z2 = 2( cos(40°)+i sin(40°))

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Q: All the polar coordinates of the point (4,) are: (o) (+종+ 2am) amd (-+종+ 2am) (6)(4 + 2) and (-4 +…

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Q: Find z1z2 in polar form.  z1= 3(cos(pi/2)+ i sin(pi/2)) ; z2 = 9(cos(pi/4)+ i sin(pi/4))

A: z1=3cosπ2+isinπ2,  z2=9cosπ4+isinπ4

Q: Interior of r = 9 – sin 0 (above the polar axis) -

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Q: Find z1z2 in polar form. Z1 = 9 ( cos +i sin 22 = 6 +i sin 4

A: R eiθ=Rcos θ+i sinθ

Q: B/Test the symmetric of polar equations: 1- r= 1+5 cos 0 2- r= 3 sin 0

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Q: 4Evaluate in polar fom; 1)' 3(-344i + (3+4i)(-2 3-4i

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Q: Find three additional polar representations of the point, using -2n < 0 < 2n. (Enter your answers in…

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Q: All the polar coordinates of the point (4,) are: (a) (4, + 2nx) and (-4,+ 2nn) 5n o(4종+ 2am) md…

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Q: Convert the rectangular equation to a polar equation that expresses r in terms of 0 x= 19 r= (Type…

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Q: Plot the poing (5/2, 5root3/2) and give polar coordinates for the poing where 0<theta < 360

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Q: Write polar form of z=-2-i V5 (cos2.68 + i sin2.68) 5(cos2.68 – i sin2.68) V5(cos2.68 – i sin2.68) 5…

A: We are given the complex number : z=-2-i=x+iy⇒r=-22+(-1)2=5tan θ=-1-2=12Now, x=r cos θ&lt;0and y=r…

Q: 14. Restate -4x = -5y in polar form. Present your answer solved for r.

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Q: 4 Convert the equation from polar to cartesian. r = 3 – 2 sin 0

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Q: Sketch and find additional polar three points for (2,4pi/3). When r&gt;0 and r&lt;0. And theta is…

A: Given polar coordinate:

Q: 4. Write down the name of the conic given by the polar curve r = 15/( 2 sine). Determine the…

A: Given the polar curve is r=153+2sinθ

Q: 8) (Section 10.7) Eliminate the parameter and find the correspond rectangular equation for the set…

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Q: 7. Find all points of intersection of the r= 3sine polar curves: such that r= 1+sine

A: We equate the two equation to find solutions.

Q: 2. Give 3 other representation of the polar coordinate (changing the sign of r at least once). (2)

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Q: Quéstion Write polar form of z=-2-i 5(cos2.68- i sin2.68) 5 (cos2.68+i sin2.68) 5 (cos2.68 – i…

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Q: (4430°)-(24225°) d. (24140°)(34300°) (Express your answer in polar form)

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Q: 3. Write z = 12.2 - 31 in polar form. Use 3 decimal places.

A: The objective of the question is converting to polar form.

Q: Replace the Cartesian equation with an equivalent polar equation. x2-y2=4 O cos2e - sin20 = 4 O r…

A: 1. x2-y2=42. r2=26r cosθ-6r sinθ-9

Q: Express i(1- i)(2-i)(2+6i) in polar form

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Q: cosh (0.375-j0.485) express in polar form

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Q: 2. Represent z = 3 – 3i in polar form.

A: As we know that; The polar form for the complex number z=x+iy is: z=rcosθ+isinθ  .....(1) Where;…

Q: 4) The Cartesian coordinates for a point are (-1,-V3). Find polar co- ordinates (r, 6) for the point…

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Q: (4Z30°)² 3. - (6 – 4i)². Express your answer in polar form. - (2cis60°)³

A: Given that: (4∠30°)2(2cis60°)3-(6-4i)2

Q: 6 Find three additional polar representations of the point, using -2n < 0 < 2n. (Enter your answers…

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Q: Convert the rectanglular equation to polar form. Assume a>0. (x^2+y^2)^2=7(x^2-y^2)   find: r^2=

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Q: 3. Write down the name of the conic given by the polar curve r = 6/(2-sine). Determine the vertices…

A: Given problem:- 3Write down the name of the conic given by the polar curve r = 6/(2-sin(θ))…

Q: 3. Write down the name of the conic given by the polar curve r = 6/ (2 - sine). Determine the…

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Q: Convert the polar equation r- 3 cosa 5 sin A in Cartesian equation form. )x² + y² - 3x = 5y 1- 3x =…

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Q: Express z = V3 + V3i in polar form.

A: If z=x+iy is a complex number where x and y are real numbers then its polar form is written as the…

Q: There is a ready polar formula for negative one (-1) and also a ready polar formula for negative i…

A: As we know that any complex number z=a+ib can be written in polar form z=reiθ, where r=a2+b2  and…

Q: Find z1z2 in polar form. = 4 (cos(140°)+i sin(140°)); z2 = (cos cos(40°)+i sin(40°) Z1

A: We use the fact that  Cost+ i Sint = eit

Q: 8. i. Convert (x, y) = (-v3, 1) to polar coordinate. ii. Convert r=7 sin O to Cartesian equation in…

A: Explanation of the answer is as follows

Q: 3Q. If z₁ = (cos50 – i sin 50), z₂ = (cos70 + i sin €) and z3 = (cos40 – i sin 40) then find 4 polar…

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Q: 20. Find two polar coordinates representations for the rectangular coordinate point (-6, 2/3), one…

A: Given: -6,23

Q: 5/3 Convert the point with Cartesian coordinates to polar coordinates. Enter exact values for r and…

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Q: roblem 1: onvert from rectangular to polar form: a) 2 + 2v3i b) 3- 4i =) V3 - i

A: Since you have posted a question with multiple sub-parts, we will solve the first three subparts for…

Q: 5 Graph r=5-5 sin0, r=7-6cos 0, and r=2+4cos0 on the same axis system. (polar)

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Q: Convert the rectangular equation 2x - 4y = 5 into polar form. 1 O r = 2 cos 0-4 sin 0 5 Or 2 sin 0-4…

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Q: Find three additional polar representations of the point, using -2n < 0 < 2n. (Enter your answers in…

A: To determine: The additional three polar representation of the point,  using

Percentage

A percentage is a number indicated as a fraction of 100. It is a dimensionless number often expressed using the symbol %.

Algebraic Expressions

In mathematics, an algebraic expression consists of constant(s), variable(s), and mathematical operators. It is made up of terms.

Numbers

Numbers are some measures used for counting. They can be compared one with another to know its position in the number line and determine which one is greater or lesser than the other.

Subtraction

Before we begin to understand the subtraction of algebraic expressions, we need to list out a few things that form the basis of algebra.

Addition

Before we begin to understand the addition of algebraic expressions, we need to list out a few things that form the basis of algebra.