What are the units of volume? Suppose another student tells you that a cylinder of radius r and height h has volume given by pir3h. Explain why this cannot be right.
Q: Consider the rectangular solid with dimensions as shown in the figure below. (Use the following as…
A:
Q: An expression for buoyant force is FB = ρgV, where FB has dimensions [MLT−2], ρ (density) has…
A:
Q: Cube A is 2 inches on a side. Cube B is 8 inches on a side. Determine the following: 1. The volume…
A: 1. volume of cube:we know that,volume=side3VA=23=8 in3VB=83=521 in3
Q: Two vectors lying in the x-y plane are defined by their magnitudes and direction angles, as shown in…
A:
Q: A closed water tank has the form of a cuboid with a square base with sides of length x and a height…
A:
Q: A new physics unit of distance is created and called the Zarkov. A student informs you 1 Zarkov (1…
A:
Q: C L You are tasked with specifying the following structure. It is a cylinder attached to a sphere at…
A: The objective of the question is to find the total volume of a structure that consists of a cylinder…
Q: Suppose the volume V of some object happens to depend on time t according to the equation V(t)= At3…
A: we know that the quantities having same dimension can only be added or substracted.
Q: F(r) = A B p² p3 +
A: Have a look dear
Q: 2. The density of pure solid copper is 8.93 grams per milliliter. What volume does 7 kilograms of…
A:
Q: Note that in science and engineering area is considered a vector quantity. Its magnitude is defined…
A: Area is a vector quantity.Its magnitude is length time width.
Q: What is the volume of a hollow cylinder with radius r, wall thickness d (d<r) and length L? (Hint:…
A:
Q: Volume (ml) Pression (kPa) 1/Pression (kPa") 20 96.6826 18 105.9603 16 115.7262 14 127.4453 12…
A: V(ml) Pression(kPa) 1/Pression(kPa-1) Constant k PV (l.Pa) 20 96.6826 0.010343…
Q: 6. What is 55 miles per hour express Imiles 7. Recal that the formula for the breaking distance of a…
A:
Q: Part B: Adora needs to find the area of a table top. She measures the table width to be 0.8673m and…
A: Given data The measured table width is w = 0.8673 m. The measured table length is l = 1.405 m.\ The…
Q: Painting the entire exterior surface of a cube with edge length S = 1.26 meters reduces paint level…
A:
Q: One cube is made of uranium and has side length 57.0 cm and one cube is made of an unknown substance…
A: Given: The side length of the cube made of uranium: a1 = 57.0 cm. The side length of the cube made…
Q: 14. What result did you get for the slope? What should be the units of this number? Please explain…
A:
Q: You want to throw a ball a distance of 2l over a wall of height h as is shown in the figure below.…
A:
Q: The density of the Earth can be expressed by the equation density = C{1.22 -(r/R)}, where R is the…
A: The mass can be represented as, M=∫0RρdV=∫0RC1.22-rR4πr2drM=4πC∫0R1.22r2-r3RdrM=4πC1.22r33-1Rr440R
Q: Here is a simple problem. Then we'll do one that requires a little more thought. The shape of a city…
A:
Q: Part B Problems: Measurement and Uncertainty; Significant Figures; Units, Standards, and the SI…
A:
Q: One mole of Gold (Au) atom has a mass of 197 g. We know that the density of gold is 19.30 g/cm3 in…
A:
Q: A closed water tank has the form of a cuboid with a square base with sides of length x and a height…
A: Given:Base is a square with side X meterl=b=x Rectanglar sides of height =hTotal Area,A=16000 cm2…
Q: Assume it takes 5.00 min to fill a 25.0-gal gasoline tank. (1 U.S. gal - 231 in.³) (a) Calculate the…
A:
Q: A heavy rainstorm dumps a total of 73 cm of rain on a rectangular shaped city area measuring 9 km by…
A:
Q: In the diagram below there is a thick-walled cylindrical tube. Its height is H 5.0 m, its inner…
A: a)
What are the units of volume? Suppose another student tells
you that a cylinder of radius r and height h has volume given by pir3h.
Explain why this cannot be right.
Trending now
This is a popular solution!
Step by step
Solved in 2 steps
- A rectangular box has dimensions….. SEE PHOTO. Please also answer #7 which goes along with #6Soccer fields vary in size. A large soccer field is 144 meters long and 84.4 meters wide. Hint a. What are its dimensions in feet? o Its length is ft. o Its width is b. What are its dimensions in inches? o Its length is o Its width is ft. in. in.Three vectors are given as: A = 3â – 9âỹ B = 7ââ + 10ŷ C = 4⣠+ 5ÿ+ 62 These three vectors are used to define a parallelepiped. (a) What is the volume of the parallelepiped? (b) What is the surface area of the parallelepiped?
- T The total surface area, A, of the cylinder can be expressed as A = (a) Find the value of k. (b) Find the value of that makes the total surface area a minimumPlease help. This problem involves finding the radius and volume of a platinum atom using its density. Thank you.An Olympic-size swimming pool is 50 m long, 25 m wide, and 2 m deep. In terms of volume, this pool, when full, holds how many kilogallons of water? Use the following equivalences: 1 gallon = 3.8 L 1 kilogallon = 103 gallon 1 L = 103 mL for water: 1 mL = 1 cm3 1 m = 100 cm [Numerical Problem: Just write the numerical answer without units. Express your answer to 2 significant figures in standard notation]
- What is the unit-vector notation for each of the following vectors, all with magnitudes of 41.5? (a) Vector E with direction of 75.0° counterclockwise from the +x-axis. E= (b) Vector F with direction of 75.0° counterclockwise from the +y-axis. (c) Vector G with direction of 75.0° clockwise from the -y-axis. Need Help? Read ItYou are making a sculpture that is a pyramid with a square base . You want the height of the pyramid to be 4 inches less than the length of a side of the base . You want the volume of the sculpture to be 200 cubic inches . a . Let x represent the length ( in inches ) of a side of the sculpture's base . Draw a diagram of the sculpture , and label the dimensions in terms of x . b . Write a function that gives the volume V of the sculpture in terms of x .Iron has a density of 7.874 g/cm3, and the mass of a iron atom is 9.27 x 10-26 kg. (a) If the atoms are spherical and tightly packed, what is the volume of a iron atom? m³ (b) What is the distance between the centers of adjacent atoms? m
- One of the most well-known equations in fluid mechanics is the Bernoulli equation. The standard form of the Bernoulli equation for incompressible irrotational fluid flow is (see pic below)(P is pressure, u is flow velocity of the fluid, z is the height of fluid relative to a reference line)a. Verify that each additive term in the Bernoulli equation has the samedimensions. b. What are the dimensions of the constant C?A bacteria colony which is unrestricted in its growth will grow out in a circular manner. The population ?(?) of the colony at time t is directly proportional to the area of the circle. Suppose that a particular bacteria grows in such a way that the population is 1.3 times larger each day, and that initially (t=0) the colony has a diameter of 4 centimeter and a population of 7 million. a) Find the Population and Diameter of the colony on the fifth day. b) Find the Rate of Change of the Population and Diameter of the colony on the fifth day. c) Unrestricted growth models are often impractical as values will quickly become unreasonable. On what day does our model predict that the area of the bacteria colony will be 1 square mile?Schwarzschild radius RS of a black hole is the maximum distance from the black hole’s center at which light cannot escape its gravitational field. The quantity RS (with dimensions of length) is dependent on the mass of the black hole M, the speed of light c, and the gravitational constant G. Based on the dimensions of these four parameters, predict an equation for the Schwarzschild radius. Hint: G has dimensions of [L3/MT2]