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A Wooden Beam Has a Rectangular Cross Section of Height

Question 44

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A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches where k > 0 is the proportionality constant.] A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches ​


A) A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches and A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches
B) A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches and A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches
C) A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches and A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches
D) A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches and A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches
E) A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches and A wooden beam has a rectangular cross section of height h and width w (see figure) .The strength S of the beam is directly proportional to the width and the square of the height.What are the dimensions of the strongest beam that can be cut from a round log of diameter d = 26 inches? Round your answers to two decimal places.[Hint: where k > 0 is the proportionality constant.] ​ A) inches and inches B) inches and inches C) inches and inches D) inches and inches E) inches and inches inches

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