Convert the equation to rectangular form: r=2cscΘ cos2Θ=1

Q: Convert the equation r2 = sin(20) to rectangular coordinates.

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

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Q: Convert r=2sec(theta)tan(theta) into a rectangular equation.

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Q: Write the equation with rectangular coordinates. 2 = 2 cos 20 %D

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Q: Change the equation to rectangular coordinates. r = 4 sin 0

A: Given: r=4 sin θTo change the equation into rectangular coordinates

Q: Write each equation with rectangular coordinates.      r2 =  4 sin 2 theta

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Q: Convert the given value to an equation in rectangular coordinates. r = 1/(2 − cos θ)

A: r=12-cos θTransform it into cartesian co-ordinate.

Q: Write each equation with rectangular coordinates.       r(cos u + sin u) = 3

A: Given: rcosu+sinu=3 for converting given equation in rectangular coordinates, we know that…

Q: Write the equation with rectangular coordinates. 2 = 4 cos 20

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Q: The equation r = 4 sin e can be converted to a rectangular equation by . by and then replacing r…

A: r=4sinθ On simplification, we get ⇒r2=4rsinθ   Multiplying by r on both sides⇒x2+y2=4y  ∵y=rsinθ…

Q: Write r = 2 cos θ/cos θ − sin θ as an equation in rectangular coordinates.

A: we have to write r = 2 cos θ/cos θ − sin θ as an equation in rectangular coordinates.

Q: Con vert to polar Coordinate

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Q: Graph each equation.       r = 4+2 cos theta

A: Consider the given equation: r=4+2cosθLet θ=0r=4+2cos0r=4+21r=4+2r=6Let θ=π2r=4+2cosπ2r=4+20r=4Let…

Q: Convert each pair of rectangular coordinates to polar coordinates wherer>0 and 0< 0 < 360°.

A: The rectangular coordinates are (4, 0).

Q: Change r2 =9 sin 2u to rectangular coordinates.

A: given: r2=9sin2u we have to change it into rectangular coordinates. as we know that in rectangular…

Q: Question 5 Write the equation tan(@) = 10 in rectangular coordinates. a) Oz = 10 b) Oy = 10 c) Oy =…

A: Solve by using tan(θ)=y/x

Q: photo attached

A: Given the polar equation

Q: when the axes are related through an angle a ,find the trafsformed equation of x cos a +y sina =p

A: The given equation is: x cos a+y sin a=p to rotate the equation through an angle a.

Q: Convert each equation from rectangular to polar form. 5) (x-1)² + (y + 1)² = 2 6) x = y²

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

Q: Change the equation to rectangular coordinates. r(3 cos e + 4 sin 0) = 12

A: r3cosθ+4sinθ=12

Q: Write the rectangular equation by eliminating the parameter x=8cos(theta) y=8sin(theta)

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Q: Find the angle between v = -3i + 2j and w = 4i - j. Round to the nearest tenth of a degree.

A: Given v=-3i+2j &amp; w=4i-j We have to find angle between given two vectors. Solution: Let angle…

Q: Write the equation with rectangular coordinates. 2 = 5 cos 20 %3D

A: The given equation is r2=5cos2θ. It is known that x=rcosθ,y=rsinθ and r2=x2+y2.

Q: Convert r= 3 sec e to its equivalent Cartesian equation.

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Q: Write the equation x2 + y? = 81 in polar coordinates. a) Or?cos? (0) = 81 b) Or? = 9 c) Or = 81 d)…

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Q: Write the equation with rectangular coordinates  r^2 = 7 cos 2theta

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Q: convert to an equation in rectangular coordinates.  r = sin θ

A: r=sin θ

Q: Change the equation to rectangular coordinates. r(1 − cos ?) = 4

A: r=x2+y2x=rcos θ, y=r sinθ

Q: Find the angle θ (in radians and degrees) between 3x + y = 6 and 5x − 2y = −4.

A: Our Aim is to find the angle (θ) in radians and degress between 3x+y=6 -(i) and 5x-2y=-4 -(ii)

Q: Convert r = 3sin(θ) to an equation in rectangular coordinates.

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Q: Write each equation with rectangular coordinates.      r2 =  4 cos 2 theta

A: We have to write the given equation in rectangular coordinates: r2=4 cos 2θ We know the identity,…

Q: Find Ix, Iy and Io for the first quadrant area outside the circle r= 2a and inside the circle r = 4a…

A: Moment of inertia of a region A  about x-axis Ix=∫∫Ax2dA about y axis Iy=∫∫Ay2dA about origin…

Q: convert r=4/2+sin(theta) to a rectangular equation

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Q: Graph each equation.       r = 4+ 2 sin theta

A: Graph each equation. r = 4+ 2 sin theta

Q: Find the angle between v = -3i + 2j and w = 4i - j.Round to the nearest tenth of a degree.

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Q: f side a using the Law of Cosines. R

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Q: Graph each equation.       r = 2+2  cos theta

A: Graph the equation  r=2+2cosθ

Q: Graph each equation.     r =2 cos  2u

A: Graph the equation r =2 cos  2u

Q: Convert to rectangular coordinates: 1 = 2t- 1. y = t +2 for tin (-oo, o0)

A: Given: To convert into rectangular coordinates x=2t-1, y=t2+2 for t in (-∞, ∞)

Q: Convert the equation r = 2 cos θ to rectangular coordinates.

A: To Determine: Convert the equation r = 2 cos θ to rectangular coordinates.

Q: Find the equation of the line in the xy-plane that goes through the origin and makes an angle of 1.7…

A: Given in xy plane line pass through origin and make angle of 1.7 radians with positive x axis.

Q: Convert to rectangular coordinates and graph p sin o = 2

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Q: convert r=4/3+sin(theta) to a rectangular equation.  SImplify your answer into the correct form.

A: Multiply the entire equation by r  r2 = 4r/3 + r sin θ  We know that x2 + y2 = r2, and, y=r sin θ…

Q: Graph each equation.       r = 3 sin theta

A: r=3sinθ

Q: photo attached

A: Find the equation with rectangular coordinates of

Q: 4. Change to an equiv- 1+2 sin 0 alent rectangular equation.

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Q: Solve for the angle C given that x = 9, y = 10, and z = 11. Give your answer in radians.

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