Q3: A: A half circle of area made from wood, while the other half made from metal. Can you consider the centroid of this circle is the same center of gravity or center of mass?
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A: option B is rhe correct option
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A: NOTE:- As per our company guidelines we are supposed to answer only one question. Kindly repost…
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Q: 02: A square (2.75m x 2.75m) lies in a vertical plane. Calculate the distance between the center of…
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Q: A half circle of area made from wood, while the other half made from metal. Can you consider the…
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- The hemispherical glass bowl is filled with water. Find the location y of the center of gravity of the filled bowl. Approximate the bowl as a thin shell of radius R=6.15in. Use 1=162lb/ft3 for glass and 2=62.4lb/ft3 for water.The center of gravity of the plane wire figure is located at G. Determine the lengths a and b.Q6: A right triangle whose hypotenuse is v3 m long is revolved about one of its legs to generate a right circular cone. Find the radius, height, and volume of the cone of greatest volume that can be made this way? V3 r
- Find the volume of a right circular cylinder of radius a and height h if the density varies as the distance from the base. Note :- By Triple Integrals |ENTROIDS AND CENTER OF GRAVITY: The following problems are to locate centroids of areas and lines. PROBLEM 2 ONLY PROVIDE THE SAME PROCESS OF SOLUTION IN THE GIVEN EXAMPLE ? THANK YOU.Q3 : Determine the center of gravity of the below figure symmetrical about the y-axis, then discuss your results.
- Consider the robotic arm shown below, made up of individual arms AB and BC. The weight of the arms AB and BC are each 160 N, and the resultant weight force is shown to act through each arm's center of gravity as shown. You may assume that the center of gravity is occurring along the midpoint of each arm's length. The robotic arm is picking up a package that weighs 40 N, and the 40 N weight force acts through the package's center of gravity at the location shown. ०८ b) 600 mm 160 N Bo 40° -600 mm 160 N 150 mm 20⁰ 40 N solve the following engineering physics problems with detailed explanations of every step. a) Consider the robotic arm AB. Calculate the moment arm of the individual arm's weight force with respect to the robotic arm's shoulder at point A. Report your answer in mm. Consider the robotic arm BC. Calculate the moment arm of the individual arm's weight force with respect to the robotic arm's shoulder at point A. Report your answer in mm. c) Consider the 40 N package. Calculate…Consider the robotic arm shown below, made up of individual arms AB and BC. The weight of the arms AB and BC are each 160 N, and the resultant weight force is shown to act through each arm's center of gravity as shown. You may assume that the center of gravity is occurring along the midpoint of each arm's length. The robotic arm is picking up a package that weighs 40 N, and the 40 N weight force acts through the package's center of gravity at the location shown. COA 600 mm d) 160 N Bo 40° 600 mm 160 N 150 mm 20⁰ 40 N solve the following engineering physics problems with detailed explanations of every step. a) A servomotor at point B is exerting a torque value to resist the rotation induced by the weight force of the robotic arm BC and the weight force of the 40 N package. Calculate the required torque at point B necessary to resist the moment caused by the robotic arm BC and the 40 N package. Indicate the direction of the required torque ( or U). Report your answer in N-m. b) A…*'For the shape below, the Resultant of three forces (2OON, F1 and F2) is 600N: the force F2 is: *
- Find the mass of a plate in the form of right triangle with legs a and b and thickness c, if the density varies as 19 the sum of the distances from the legs.How do you solve for the resultant forces?gravity of the body at a distance (a) from the bottom of the hemisphere. 3. A body consisting of a cone and hemisphere of radius (r) on the same base rests on a table, the hemisphere being in contact with the table. Find the greatest height of the cone, so that the combined solid may be in stable equilibrium. [Ans. 1.732 r] Find the centre of gravity a con man