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Chemistry. Chemistry questions and answers. an if gas in a cylinder is maintained at a constant temperature, T, the pressure P is related to he volume V by a formula fo the form P = nRT V-nb v2 in which a, b, n, and R are constants. Hint: You will most certainly find it useful to rewrite the first term as nRT (V – nb)-1.
The volume of a cylinder is given by. Read cylinder _ radius and cylinder _ height from input as floats, respectively. Then, compute cylinder _ volume using the formula. Finally, output 'Cylinder volume is ' followed by the value of cylinder _ volume to four digits after the decimal point. Here’s the best way to solve it.
Step 1. The data given in the question is, v = π r 2 h . The volume formula for a cylinder with radius r and height h is given by V = πr2h. If the height of the cylinder is 51 the radius of the cylinder, express the volume of the cylinder as a function of height only. Assume radius and height are measured in inches.
Math. Calculus. Calculus questions and answers. The radius r and height h of a right circular cylinder are related to the cylinder's volume V by the formula V=πr2hHow is dVdt related to drdt if h is constantdVdh=πr2dVdt=2πrhdrdtdVdr=2πrhdVdt=πr2dhdtdVdt=πr2dhdt+2πrhdrdt.
A cylinder has volume 200π in 3 and the radius of its circular base is 5 in. Part A: Use the formula V =πr2h to find the height of the cylinder. Answer: in Part B: The surface area of a cylinder that includes the circular top and bottom is S =2πr2 +2πrh. Use this fact and the result of Part A to find the surface area of the cylinder.
Math. Algebra. Algebra questions and answers. The volume of a cylinder with radius r and height h is given by the formula V=\pi r2h .Find the volume of a cylinder with radius 25 cm and height 17 cm.Answer: cm3.
Write a program that reads in the radius and length of a cylinder and computes the area and volume using the following formulas: Bottom area = Radius * Radius * 3.14 Cylinder Volume = Bottom Area * Length Cylinder area = (2 * Radius * 3.14 * Length) + (2 * Bottom area) Your solution’s ready to go! Our expert help has broken down your problem ...
Find a formula for the barrel's volume. Then check two things. First, suppose the sides of the barrel are straightened to turn the barrel into a cylinder of radius R and height 2h. Check to see if your formula gives the cylinder's volume. Second, supposer=0 and h=R so the barrel is a sphere. Check to see if your formula give the sphere's volume.
Question: It the owner of an airplane wanted a single 120-gallon tank installed in the fuselage, and the fuselage had a diameter of 27 inches, how long would the tank have to be? (Hint: Find the volume of the tank first. Then find the height/length of the cylinder using the volume formula.) 57. There are 2 steps to solve this one.
Rewrite the formula to solve for the positive value of r in terms of h and V. The formula for the volume of a cylinder is V=\pi r^ (2)h, where r is the radius of the cylinder and h is the height of the cylinder. Rewrite the formula to solve for the positive value of r in terms of h and V. Here’s the best way to solve it.