Question: 1. Find the distances x and y in the rectangular prism. x=D y=D (Type exact answers, using radicals as needed.) Find the volume of the

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Find the distances x and y in the rectangular prism. x=D y=D (Type exact answers, using radicals as needed.) Find the volume of the prism. 6 in. The volume is '1 ins. Find the volume of each of these cylinders. Figures are not drawn to scale. (a) Right circular cylinder (b) Oblique circular cylinder Find the volume of the given pyramid. H 27 in The volume is D in3. A particular record book contains a collection of interesting (sometimes record-breaking) measurements. (a) A large awless crystal ball weighs 27 pounds and is 54 inches in diameter. What is the weight of a crystal ball 18 inches in diameter? (Note that the balls are completely made out of crystal.) (b) Avery large pyramid is 163 ft tall and covers an area of 35 acres. Recall that an acre is 43,560 ft2. What is the volume of the pyramid? (c) An airplane factory has as its headquarters a very large building. The building encloses 27 million ft:3 and covers 62 acres. What is the size of a cube of equal volume? Find the surface areas of the figures on the right. (a) 15 cm 4 cm . . . 25 cm (a) The surface area of the right trapezoidal 17 cm prism is cm. (Simplify your answer.) 17 cmFind the surface areas of the figures on the right. (a) . . . 28 ft 7 ft (a) The surface area of the right cylinder is ft 2 . (Round to the nearest whole number as needed.)Find the surface areas of the right regular pyramids to the right. (a) (a) The surface area of the right square pyramid is D m2. (Simplify your answer.) 42 111 42111 Find the surface area and volume of the solid. Complete parts (a) and (b). (a) Surface Area = D ft2 (Round to the nearest whole number.) \" 22ft Identify which measure, surface area or volume, is most important to know about in the following situations. Complete parts (a) through (d). . . . (a) Which is more important to know about a room when determining how much heat it will take to heat it? Choose the correct answer below. O Surface Area O VolumeA cylindrical can holds 60 milliliters. (a) If the radius of the base is doubled and the height halved, what is the new volume of the can? (b) If the radius of the base is halved and the height is tripled, what is the new volume of the can? If the surface area of a right circular cylinder is 294 cm2 and its height is two times its radius, what are the dimensions of the cylinder? E> radius = D cm ( Simplify your answer. Do not rationalize the denominator. Type an exact answer in terms of 1:.)

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