Find the volume (in ft³) of the gravity bin the figure below. 6.00 ft 6.00 ft 6.00 ft 6.00 ft ft3

Q: A ball is dropped from a 278.46 ft

A: The ball is dropped from 20 feet. Each time it drops h feet and it rebounds 0.81h therefore for the…

Q: Find the surface area of the figure. 4 ft 2 ft 3 ft O A. 26 ft2 B. 40 ft2 O C. 56 ft2 O D. 52 ft2

A: This figure is a cuboid  Length = 4ft Breath = 3ft Height = 2ft Surface area of cuboid is=2length…

Q: 6 ft 2 ft 5 ft F3 ft-

A:

Q: 10 2

A: A cylinder has two flat ends. The flat ends are circular in shape. These two flat end are connected…

Q: Determine the volume of silver needed to make the napkin ring shown to the right out of solid silver…

A: The silver is used to make the napkin ring shown in the figure. We have to find the volume of the…

Q: Find the volume of the composite figure. 2 ft 3 ft 4 ft V= T ft3

A:

Q: ements to give your ans Find the volume of the figure (in ft). 4.00 ft 4.00 ft 4.00 ft 9.00 ft

A: There are two shapes in the image. 1) cube , 2) Pyramid  We will find the two volumes separately.…

Q: A can of soda is a cylinder that is about 4.75 inches tall with a radius of 0.875 inches.  What is…

A:

Q: Pyramid of Khafre 4th Dynasty, ca. 2532 BCE 706x706 ft., 448 ft. high Volume = ________

A: We have to find the volume of pyramid.

Q: 1 ft 4.5 ft 2 ft 1 ft 6.5 ft

A: Now area of rectangle ABCD is, Length·Width=4.5×2=9 square feet Area of triangle EFG is,…

Q: Find the volume (in ft³) of the gravity bin the figure below. (Use the rules for working with…

A: Solution:-

Q: You are measuring an irregularly shaped object. The initial volume of water in your beaker is 350…

A: Volume is the quantity or amount of substance a solid can hold. In other words volume is the…

Q: of the composite figures. 10. 16 ft 18 ft -2 ft 9 ft 9 ft 18 ft

A: Volume of the composite figure is obtained from volume of the tallest triangle , smallest triangle…

Q: Metalworking Find the weight, in ounces, of the steel pin shown if its density is 0.2963 lb/cu in.…

A: