convert to polar coordinate 5,

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

A: We can solve this as follows:

Q: Convert to polar coordinates

A: Here we will convert given Cartesian coordinates in polar coordinates,

Q: Relate Polar and Cartesian Coordinates?

A: we have to relate the polar coordinates with the Cartesian Coordinates .

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

A:

Q: Which polar coordinate pairs

A:

Q: Convert from rectangular to polar coordinates: (3,√3)

A: Given point is (3,√3). Let us consider, r cos θ=3   ;   r sin θ=3 Then we get, r2cos2 θ+sin2…

Q: Convert (4, 2?/3) from polar coordinates to exact and approximate rectangular coordinates.

A:

Q: Convert given polar coordinates to Cartesian coordinates. (-3, pi/6)

A:

Q: Convert the cartesian coordinate (-6, – 1) to polar coordinates, 0 < 27

A:

Q: Convert the following polar coordinates to rectangular coordinate:

A:

Q: Convert the rectangular coordinates to polar form. -(V6, -/2)

A:

Q: Question in Image.

A:

Q: Plot the point (V2,150°) in a polar coordinate system.

A: Given that 2,150° and plot the graph in a polar coordinate system.

Q: Plot the polar point ( -4, 165° )

A:

Q: (-VZ,-V@)

A:

Q: Convert from polar coordinates to rectangular (2.5, 17?/ 4 ).

A:

Q: Convert to polar coordinates with rzo and o° se < 360°. (-2, 2) (r, 8) =

A:

Q: Convert (-2.-2V3) to polar coordinates.

A: It is given that, the coordinates-2,-23.  We have to find its polar coordinates. We have, (-2,-23)…

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

A:

Q: Convert the rectangular coordinates to polar coordinates (-1,-1)

A: Solution of the problem as follows

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

A:

Q: Use a polar coordinate system to plot the point with the given polar coordinates (-3, -π)

A: Given: (-3, -π)

Q: Perform the indicated operation and write your answer in rectangular and polar form.

A: We know,        j²=-1, j³= -j, j⁴= 1, j⁵= j, j⁶= -1, j⁷= -j and so on.. Rectangular form of a…

Q: Convert the rectangular coordinate (x, y) = (-5,5V3) to polar coordinates

A: The explanation of answer as follows

Q: Convert the polar coordinates (-4, ST) to Cartesian coordinates. O (-2V3, -2) O (2V3, 2) O (2V3, -2)

A:

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

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

Q: Convert from rectangular to polar coordinates: (−1,√3)

A: Given rectangular coordinates = -1,3

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

A:

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: Convert from rectangular to polar coordinates:(−2, 2)

A: The rectangular coordinate system includes the points of the form x,y . The rectangular coordinate…

Q: Plot the point whose polar coordinates are (5, 135°).

A: Plot the polar coordinate as follows.

Q: Convert each pair of polar coordinates to rectangular coordinates  1. (2,150)  2. (4, 7 pie/ 4)

A:

Q: Convert from polar to rectangular coordinates:(6, 3π/4)

A: Convert from polar to rectangular coordinates: (6,3π4) Solution: We know, Rectangular coordinate…

Q: Convert the equation from polar to rectangular r=5sin(theta)

A:

Q: Convert each pair of polar coordinates to rectangular coordinates. (4, п)

A: Solving the problem by finding the restangular coordinate.

Q: Convert each pair of polar coordinates to rectangular coordinates. 5π 7) 2, 3π 2 8) 1,

A: To convert each pair of coordinates to rectangular coordinates.

Q: Convert to rectangular coordinates. . (3, 270 degree )

A: r, θ=3, 270°

Q: Plot the polar point. -2, 3m

A:

Q: Use a polar coordinate system to plot each point with the given polar coordinates (-3, -π) .

A: r, θ=-3, -π

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: Convert (-7,-7) to polar coordinates.

A: For rectangular coordinates (x, y) Polar coordinates (r, θ) is given as

Q: Convert to polar coordinates.     (-1, Ï3)

A: Given:-1, 3iPolar coordinates:r, θr=x2+y2θ=tan-1yx

Q: Convert the polar coordinate 9, 57 to Cartesian coordinates.

A:

Q: Find the polar coordinate: а. (5,5)

A: Since you have asked multiple questions in single request so we will be answering only first…

Q: Write the polar coordinates (9. ) as rectangular coordinates,

A:

Q: Convert the polar point (6, 240°) to exact rectangular form

A: Using  relationship between polar coordinates and rectangular coordinates,

Q: Convert to polar coordinates. (-9,- 10)

A: Given (-9,-10) Convert to polar coordinates Let us assume (x,y)=(-9,-10) Then…

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.