Find (-1+ i)"and write the answer in exact polar form and rectangular form.

Q: Convert (2,-pi/6) into its rectangular coordinates

A: We can solve this as follows:

Q: Write the equation in the general form of r=7/(1-cosθ) using rectangular coordinates.

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Q: Convert the rectangular coordinates , (1,3), (-2,-1), (-4,-3) to polar coordinates.

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Q: For each pair of rectangular coordinates, (a) plot the point and (b) give two pairs of polar…

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Q: Plot the point (-8.) in a polar coordinate system. 6.

A: To plot the given point in polar coordinate system.

Q: Simplify (2+50)(-3+1) (1-2) and express into polar form.

A: given complex number is (2+5i)(-3+i)1-2i2

Q: Find the Cartesian coordinates for the point (6,7) in polar coordinates

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Q: Write - V3 + i in polar form.

A: The complex form is given as ,  z=-3+i. To convert into polar form, The general complex form…

Q: Use an equation in polar coordinates to describe the set of points 4 units from the pole

A: Use an equation in polar coordinates to describe the set of points 4 units from the pole

Q: Give three points that are equivalent to the polar point (5, 315°). Write the three points in polar…

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Q: Determine in polar and Cartesian forms (a) [3/41°]* (b) (-2-)5.

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Q: How do you plot the point whose polar coordinates are (3, 45 degree )?

A: r, θ=3, 45°⇒r=3  &  θ=45° Now polar equations are x=rcosθ  &  y=rsinθ⇒x=3cos45°  &…

Q: What can be done to the negative sign of the magnitude in polar form?

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Q: Find three additional polar representations of the point, using -2pi<Ø<2pi (-9, 2pi/3)

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Q: Find polar coordinates of the point whose rectangular coordinates are (-2, 0).

A: x, y=-2, 0⇒x=-2 &amp; y=0

Q: + i5: and B = 4

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Q: Divide. 6/5cis (E) ÷ 3/õcis (5) Drag a value into each box to correctly express the quotient in…

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Q: Convert (0, -2) to polar coordinates.

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Q: Plot the point in a polar coordinate system. 4

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Q: Plot the point with the polar coordinates (-1, -π/4)

A: The given point is -1,-π4.

Q: Find 3 additional polar representations of the point using -2pi<theta<2pi (-3,(-5pi/6)

A: We are to find 3 additional polar representations of the point using-2π&lt;θ&lt;2π-3 , -5π6

Q: An equation whose variables are polar coordinates is called a(n)...............…

A: given,        An equation whose variables are polar coordinates is called a(n). . . . . . . . .…

Q: express the cartesian coordinates (-4,-4) in polar coordinates in at least 2 different ways

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Q: Plot the point whose polar coordinates are 3, 3.

A: the given polar coordinate is  here we have

Q: What is (-2/3 – 2i)* equivalent to? Drag a value to each box to correctly express the answer in…

A: Given :               (-2.sqrt(3) - 2i)4                into r . cis theta form.

Q: Graph the point (-3, 3) and convert the point to Polar form

A: We’ll answer the first question since the exact one wasn’t specified. Please submit a new question…

Q: Convert from rectangular to polar form 4. 5-5i

A: Here we can convert 5+5i to polar form as below.

Q: Change 8x-2y^2= 2x^2 to polar form. Solve for r or some power of r.

A: The equation in the rectangular coordinates is given by 8x-2y2 = 2x2 To evaluate : The equation in…

Q: Find the polar coordinates of a point whose rectangular coordinates are (2,-2).

A: Given The rectangular coordinates of a point are (2,-2).

Q: Convert the rectangular equation to polar form. 7x — у + 4 %3Dо |

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Q: (-2,-2/3) to polar coordinates. Convert

A: Given point is We know that polar coordinates and rectangular coordinates are related by the…

Q: The point described in rectangular coordinates as (-3,3) is described in polar coordinates as:

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Q: Find (V2 + i ) . Answers must be in Polar and Rectangular Form

A: The given problem is to express the given complex number in the form of polar form and rectangular…

Q: All the polar coordinates of the point (4, (*) are: 3.

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Q: Find the polar form and graph in complex plane

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Q: Consider the point 4, 3 in polar coordinates.

A: See attached file for a step by step explanation.

Q: Write in polar form: a) -4i b) -3 + 3i

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Q: Convert the rectangular equation to polar form. -x+4y-3=0

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Q: Any polar equation can be made rectangular.

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Q: The question says to write in polar form

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Q: Find the rectangular coordinates for the point whose polar coordinates are 五-4

A: Cos x =x/r Sin x= y/r

Q: Convert to polar coordinates.     (-2,0)

A: Rectangular coordinate x, y to polar coordinate r, θ: x=rcosθy=rsinθwherer=x2+y2 and θ=tan-1yx

Q: Plot the point (3, 150°) in polar coordinates and find its rectangular coordinates.

A: we have to plot the point 3,150° in polar coordinates and find its rectangular coordinate.

Q: Convert the rectangular coordinates (-2,2/3) to polar form. Let r> 0 and 0<0< 2n. Enter your answer…

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Q: Convert the polar coordinate for the point (2,7 to Cartesian Coordinate.

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Q: Convert the rectangular coordinates (2, −2) to polar coordinates and find threeadditional polar…

A: Given: rectangular coordinates (2, −2)

Q: Convert each rectangular form to polar form 2.2 %3D

A: Since you have asked multiple questions, we will solve the first question for you. If you want any…

Q: 7) x = y² 8) y=

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Q: Convert (1 + i√3)(1 - i)/(2√3 - 2i) to polar form and then perform the indicated operations. Express…

A: The rectangular representation of a complex number is in the form of z=a+bi. The polar form is a…

Coordinate Geometry

Coordinate geometry, also known as analytic geometry or Cartesian geometry in classical mathematics, is a type of geometry that is studied using a coordinate system. Coordinate geometry is a branch of mathematics that describes the position of points on a plane using an ordered pair of numbers called coordinates.