Write Ahe Comple x number (Y in the polar Form

Q: how to convert rectangular form to polar form and polar form to rectangular form.

A: Complex number in cartesian form is given by: z=x+iy x and y are real numbers and i=-1 Complex…

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 - 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: Give two other polar coordinate representations of the point, one with r 0. (r, 0) = ( 3, – 2.14 X…

A:

Q: Convert the equation to polar form. (Use variables r and 0 as needed.) x = y

A: Given :x=y

Q: Change into polar co-ordinates S Va²-x2 Lzdydx, and evaluate.

A: From the given integral: I=∫-aa∫-a2-x2a2-x2dydx The limit of integral, clearly shows that y varies…

Q: change from polar to cartesian Corordina tes (3,)

A: We have to change the cordinate

Q: Evaluate into polar form 2-j7 3-j

A: Concept:  formula for a+ib in thepolar  form is rcosθ+isinθ  Here, θ=tan-1abr=a2+b2

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

A:

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

A:

Q: Write an expression z= √3 - i for in polar form.

A: z=3-i            .............(1)

Q: Convert to polar form. Then isolate r. (a) x² +y² -9= 0 (b) x² +y = 4x %3D

A: x2+y2-9=0 On simplification, we get ⇒x2+y2=9⇒r2=9         ∵r=x2+y2⇒r2=x2+y2⇒r=3

Q: Convert the equation to polar form. (Use variables r and 0 as needed.) x = 9

A: use the relation between rectangular coordinates and polar coordinates.

Q: Plot the polar point ( -4, 165° )

A:

Q: Convert the rectangular coordinates (5,-5√3) to polar form. Letr> 0and 0 <0<2TT.

A:

Q: The exponential polar form is

A: The exponential polar form is given by z=reiθ where r is the modulus of z and θ is the argument.

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

A:

Q: 2. Simplify using rectangular form and polar form 4+ j3 2- j |

A:

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

A:

Q: Calculate -3 + li. Give your answer in a + bi form. In polar form, use the angle 0 < 0 < 27. a = b =

A: This question is based on conversion of rectangular form to exponential to polar form of complex…

Q: O change from polar to Cartesian co-ordinates © (3,%) VE -2- COSO O (1,0) © (-4, 3), O (5, 124)

A: As per bartleby guidelines for more than one question asked only one is to be answered please upload…

Q: It %3D -> Retined Tcu) = Au, find The spectzem. %3D -17

A: See the detailed solution below.

Q: Convert 3-7j to general polar form.

A: For a complex number  z=x+iy polar form is given by z=r(cosθ+isinθ)Wherer=x2+y2 and θ=tan-1yx.

Q: 2- Write two examples about converting from rectangular (x,y) to polar form(r.)

A:

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

A: the given polar coordinate is  here we have

Q: Convert the rectangular coordinates (5, –5/3) to polar form. Let r > Oand 0 s0 < 2n. Enter your…

A: Given data : Rectangular coordinate is ,

Q: Convert the equation to polar form. (Use variables r and 0 as needed.) x = 5

A:

Q: Convert the polar coordinates (2, 57) to Cartesian coordinates. O (1, -V3) O (-1, v3) O (-V3, 1)

A:

Q: duct z,z2 and the quotients 1 and (Express your answers in polar form.) Z2

A: We will solve the problem on complex numbers.

Q: Convert the polar coordinate ( 4, to Cartesian 3 Coordinates. X : y = II

A:

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

A: Plot the polar coordinate as follows.

Q: P2: sketch in polar

A:

Q: Convert the polar coordinate (9, to Cartesian coordinates. - Enter exact values. X = y =

A: We know that from conversion of coordinate of polar to Cartesian coordinate is  x=rcos(theta) and…

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

A:

Q: Convert the polint from polar to Cartesian coordinates. Write your answer in the simplest form or…

A:

Q: form

A:

Q: Convert the rectangular equation to polar form. (x+3)sqaured + (y+1)squared=10 do not give answer in…

A:

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

A:

Q: Plot the point whose polar coordinates are given. (4, 9/4)

A: The objective of the question is plotting the point in the polar co-ordinates and choose the correct…

Q: The polar coordinate for (1,1) are

A: We have to Convert to Polar Coordinates (1,1)   So Convert from rectangular…

Q: Interpret the polar equation r = tanx secx geometrically.

A: Given  r = tan(x)sec(x)

Q: Evaluate 4-22 dydx + dydx using polar coordinates.

A: We have to find the double integral using polar coordinates.

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

A:

Q: Convert the polar equad-lon to rectungular form r "sec o =p? tan?o sece -ręcs EG

A: To convert the polar form into rectangular form

Q: 7) x = y² 8) y=

A:

Q: Convert the followig into polar form,  2y=x-x3-xy2

A: The relation between cartesian coordinates x, y and polar coordinates r, θ is given by: x=r cosθ;…

Q: Convert to a polar coordinates. 11. (-4,4) lar form. Show work on separate paper.

A:

Power Operation

Power operation is topic of algebra in Math. It is use to represent repeated multiplication. Very big number and very small number can be easily express using power operation. Power operation is useful in many fields. In space engineering, it helps in representing the distance or size of particular heavenly body. In medical field, it is used to represent very small size. In medical field it helps to mention size of bacteria or virus. 

Exponents

The exponent or power or index of a variable/number is the number of times that variable/number is multiplied by itself.