G) Find the constant c such that ce dr = 1. (Note: this is the normal probability distribution function with variance o and mean 0.)

Q: Convert to polar coordinates

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

Q: The boundary of a. lamina IS thin plate) consistiny semicircles shown . メ . of mass.af the lamina…

A:

Q: Find three polar coordinates representing the same point as the rectangular coordinate (-5, 0)

A: Consider the point with rectangular point  (-5,0)

Q: 1 Use polar coordinates to evaluate the area of the region bounded above by the circle x2 + y² - 2y…

A: Given circle is x2+y2−2y=0 and y=12. We have to find the area of the region bounded above by the…

Q: =2x さ t. %3D

A: Given - Equation x2+y22=2xy To do- Change the given  equation into polar form.

Q: r = v2 sin 20 - Use polar integration to find the area of the shaded first quadrant region that is…

A:

Q: Let G be the region bounded above by the sphere x² + y²2 +2²=a² and below by the cone 1 √x² + y² .…

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Q: A surveying team records the following displacement vectors on three days (24 hour days) of walking,…

A:

Q: Change from rectangular to spherical coordinates.

A: we have given in rectangular coordinates and have to convert in spherical

Q: Convert to polar coordinates with r >= 0 and 0° <=u <= 360°. . (-3, 3)

A: Given that point (x,y)=(-3,3).

Q: The integral dydx in polar coordinates is: R14 sece 2 sec & 2 esce A) drd e A)S B) drd e C)[ [ drd®…

A: Given that  The integral  To convert the integral into polar cordinates

Q: Express 7 (cos 300° – i sin 30°) in polar form.

A: convert in polar form

Q: 1 T/4 r2 I "| p° sin(26) d0 dộ dp.

A:

Q: Convert the Cartesian coordinate (1,-5) to polar coordinates, 0 0

A:

Q: Convert the Cartesian coordinate (-5,-2) to polar coordinates, 0 0 r =

A: Given point (-5,-2)