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A Wooden Beam Has a Rectangular Cross Section of Height

Question 15

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A wooden beam has a rectangular cross section of height A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D) in. and width A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D) in. (see the figure) . The strength A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D) of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D) , where A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D) is a constant of proportionality. A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D)


A) A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D)
B) A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D)
C) A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D)
D) A wooden beam has a rectangular cross section of height in. and width in. (see the figure) . The strength of the beam is directly proportional to its width and the square of its height. What are the dimensions of the cross section of the strongest beam that can be cut from a round log of diameter 24 in.? Hint: , where is a constant of proportionality. A) B) C) D)

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