Using your h and r from problem 2, find h/r and simplify – you should get...
Using your h and r from problem 2, find h/r and simplify – you should get a whole number. We can conclude that if you want to enclose a given volume with a cylinder, while minimizing the surface area, that you should pick your height and radius so that they have this ratio.
Homework Answers
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Using your h and r from problem 2, find h/r and simplify – you
should get...
6. Consider a cylinder with a surface area of 2 m2. Find the radius r and...
6. Consider a cylinder with a surface area of 2 m2. Find the radius r and height h of such a cylinder so that the volume of the cylinder is a maximum. Given: For a cylinder, the surface area is S = 2^r2 + 2trh and the volume is V = arh (where r is the radius and h is the height of the cylinder). I (5)
do not use a calculator 7. Find the maximum volume that can be made from a cylinder with lateral surface area 10. The lateral surface aren of a cylinder is S Ⅱ 2Trh where r is the radius and h is...
do not use a calculator
7. Find the maximum volume that can be made from a cylinder with lateral surface area 10. The lateral surface aren of a cylinder is S Ⅱ 2Trh where r is the radius and h is the height. The volurne of a cylinder İS Tr2h.
7. Find the maximum volume that can be made from a cylinder with lateral surface area 10. The lateral surface aren of a cylinder is S Ⅱ 2Trh where r...
MATLAB! part (b) find h A spherical tank of radius R meters is to be used...
MATLAB!
part (b) find h
A spherical tank of radius R meters is to be used to hold fluid. You are given a stick to dip into tank, and you want to calibrate the scale on it such that it reads the volume of fluid in the tank. (a) Find the equation whose solution determines the height of the fluid for a given volume V. Provide details of your work. (b) For R = 3 and a sample volume V...
This is for Pycharm a python course. Can I get some help doing this and understand...
This is for Pycharm a python course. Can I get some
help doing this and understand it?
⑤ : ib tps://canvas.pasadena.edu/courses/1032754/assi a ☆ 西%N m Crowfall. Th O computing, with-c- O PHP Tutorial | SoloL ontoja. on tojav.. Write functions . def main) . def sphereVolume(r) . def sphereSurfacelr) def cylinderVolumetr. h) . def cylinderSurface(r, h) . def coneVolumefr, h) . def coneSurface(r, h) ences rations main() # call amin function at teh end In the main display, a menu...
Problem #2 .Calculate the volume and surface area of a torus from the minor radius r...
Problem #2 .Calculate the volume and surface area of a torus from the minor radius r and major radius R. The equation for the volume of a torus i:s and the equation for the surface area of a torus is A = 4㎡Ar Your script should read-in values for the minor radius and major radius and display the calculated values with appropriate units. The units should also be read-in. Test your program for the following two cases: . Or-5in and...
The correct answers are already given. What you have to do is how to get those...
The correct answers are already given. What you have to do is
how to get those answers.
Problem 2: A long coaxial cable (see figure) carries a uniform volume charge density Pl on the inner cylinder (radius a), and a uniform surface charge density p2 on the outer cylindrical shell (radius b) p is negative and is of just the right magnitude that the cable asa whole is electrically neutral a. Find the electric field in each of the three...
3. This problem revisits the question from Problem Set I about finding the dimensions of a one-liter can that will...
3. This problem revisits the question from Problem Set I about finding the dimensions of a one-liter can that will have the minimum cost. We will now approach it using calculus methods. In class, we found the dimensions of a right circular cylinder (a “can") that has a volume of 1,000 cm3 using the minimum possible material. This assignment changes that problem slightly by seeking the minimum cost for a right circular cylinder whose volume is 1,000 cm3 where the...
Write a program using the class to find out the area of a circle and volume...
Write a program using the class to find out the area of a circle and volume of a cylinder. [* area of a circle=πr2, the volume of a cylinder=πr2*h where h is the height of the cylinder and r is the radius of the circular end of the cylinder] 1. The member variable should be private 2. Use public member functions to execute your program. 3. Use set ( ) function to access the private members 4. Use another approach...
2.1 In this problem we find the electric field on the axis of a cylindrical shell...
2.1 In this problem we find the electric field on the axis of a
cylindrical shell of radius R and height h when the cylinder is
uniformly charged with surface charge density . The axis of the
cylinder is set on the z-axis and the bottom of the cylinder is set
z = 0 and top z = h. We designate the point P where we measure the
electric field to be z = z0. (See figure.) You will use...
Nay programming languge is fine (MatLab, Octave, etc.) This is the whole document this last picture...
Nay
programming languge is fine (MatLab, Octave, etc.)
This is the whole document this last picture i sent is the
first page
5. Write and save a function Sphere Area that accepts Radius as input argument, and returns SurfaceArea (4 tt r) as output argument. Paste the function code below. Paste code here 6. Validate your Sphere Area function from the command line, checking the results against hand calculations. Paste the command line code and results below. 7. Design an...
6. Consider a cylinder with a surface area of 2 m2. Find the radius r and height h of such a cylinder so that the volume of the cylinder is a maximum. Given: For a cylinder, the surface area is S = 2^r2 + 2trh and the volume is V = arh (where r is the radius and h is the height of the cylinder). I (5)
do not use a calculator
7. Find the maximum volume that can be made from a cylinder with lateral surface area 10. The lateral surface aren of a cylinder is S Ⅱ 2Trh where r is the radius and h is the height. The volurne of a cylinder İS Tr2h.
7. Find the maximum volume that can be made from a cylinder with lateral surface area 10. The lateral surface aren of a cylinder is S Ⅱ 2Trh where r...
MATLAB!
part (b) find h
A spherical tank of radius R meters is to be used to hold fluid. You are given a stick to dip into tank, and you want to calibrate the scale on it such that it reads the volume of fluid in the tank. (a) Find the equation whose solution determines the height of the fluid for a given volume V. Provide details of your work. (b) For R = 3 and a sample volume V...
This is for Pycharm a python course. Can I get some
help doing this and understand it?
⑤ : ib tps://canvas.pasadena.edu/courses/1032754/assi a ☆ 西%N m Crowfall. Th O computing, with-c- O PHP Tutorial | SoloL ontoja. on tojav.. Write functions . def main) . def sphereVolume(r) . def sphereSurfacelr) def cylinderVolumetr. h) . def cylinderSurface(r, h) . def coneVolumefr, h) . def coneSurface(r, h) ences rations main() # call amin function at teh end In the main display, a menu...
The correct answers are already given. What you have to do is
how to get those answers.
Problem 2: A long coaxial cable (see figure) carries a uniform volume charge density Pl on the inner cylinder (radius a), and a uniform surface charge density p2 on the outer cylindrical shell (radius b) p is negative and is of just the right magnitude that the cable asa whole is electrically neutral a. Find the electric field in each of the three...
3. This problem revisits the question from Problem Set I about finding the dimensions of a one-liter can that will have the minimum cost. We will now approach it using calculus methods. In class, we found the dimensions of a right circular cylinder (a “can") that has a volume of 1,000 cm3 using the minimum possible material. This assignment changes that problem slightly by seeking the minimum cost for a right circular cylinder whose volume is 1,000 cm3 where the...
2.1 In this problem we find the electric field on the axis of a
cylindrical shell of radius R and height h when the cylinder is
uniformly charged with surface charge density . The axis of the
cylinder is set on the z-axis and the bottom of the cylinder is set
z = 0 and top z = h. We designate the point P where we measure the
electric field to be z = z0. (See figure.) You will use...
Nay
programming languge is fine (MatLab, Octave, etc.)
This is the whole document this last picture i sent is the
first page
5. Write and save a function Sphere Area that accepts Radius as input argument, and returns SurfaceArea (4 tt r) as output argument. Paste the function code below. Paste code here 6. Validate your Sphere Area function from the command line, checking the results against hand calculations. Paste the command line code and results below. 7. Design an...
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