G.MG.1 (Describe objects)A diagram of a hot tub is shown to the left.AFor the hot tub to run property, the water needs to be32 inches deep. What geometric shape can be usedto estimate the number of cneeded to make the hot tub ready for use?Вfeet of water that is6 ftA.A cylinder with a radius of 16 inches deep.B.A cylinder with a radius of 3 feet deep.DC.A rectangular prism with dimensions of 6 ft x 6 ftx 2.67 ftD.A rectangular prism with dimensions of 6 ft x 6ft x 33 inches

Notice that the hot tub is in the shape of a cuboid with 6 feet length and 6 feet width. The tub should be at least 32 inches to make the tub ready for use. Hence the height of the water should be 32 inches from the bottom of the tub.Water which is inside in the tub is also in the shape of cuboid with 6 feet length and 6 feet width. The height of the water should be 32 inches. Result: The dimension of cuboid is (l,w,h), where l is the length of the cuboid, w is the width of the cuboid, h is the height of the cuboid. The volume of the water that is needed for the tub can be modelled by a cuboid with dimension (6 ft, 6 ft, 32 in), that is, the volume of the water that is needed for the tub can be modelled by a rectangular prism with dimension (6 ft, 6 ft, 32 in)Convert 32 inches to feet: Formula: Feet =Inches12 32 inches =3212 feet=2.67 feet The volume of the water that is needed to make the hot tub ready for use can be modelled by a rectangular prism with dimension (6 ft, 6 ft, 2.67 ft)The volume of the water that is needed to make the hot tub ready for use can be modelled by a rectangular prism with dimension (c) (6 ft, 6 ft, 2.67 ft)