F6-3. Determine the centroid y of the area. 2 m Finti -1m- Prob. F6-3

Q: 6-30. The steel plate is 0.3 m thick and has a density of 7850 kg/m³. Determine the location of its…

A: To Find:the location of its center of gravity.the reactions at the pin and roller support.Giventhe…

Q: 6-3. Locate the centroid Iof the area.

A: Draw a small section in the parabolic curve.

Q: *6-44. Locate the distance y to the centroid of the member's cross-sectional area. E0 mm

A: Consider the diagram shown below for the given section.

Q: F6-4. Locate the center of gravity F of the straight rod if its weight per unit length is given by W…

A: The equation of the weight of the rod for length ‘dx’,

Q: F6-2. Determine the centroid (7, ) of the area. 1m

A:

Q: 6-27. Locate the centroid y of the area. ута 100 mm -100 mm-

A: The curve and line expressions are given as, The area of the shaded part is given as,

Q: 6-34. Locate the centroid of the quarter-cone.

A: Consider the diagram shown below for the element volume inside the quatre cone. Here,

Q: R6-3. Locate the centroid of the rod.

A:

Q: 6-22. Locate the centroid I of the area. y=a sin +

A: Write the expression of the cross-sectional area. Write the expression of the centroid of the…

Q: 6-30. The steel plate is 0.3 m thick and has a density of 7850 kg/m. Determine the location of its…

A: Given data The density of steel plate,ρ is 7850 kg/m3. Thickness of steel plate, t is 3 m. Determine…

Q: 6-21. Locate the centroid y of the area. x-b) -в—

A: The area with the strip is given as, The functions are given as, The area of the strip is written…

Q: F6-5. Locate the centroid y of the homogeneous solid formed by revolving the shaded area about the y…

A: Given Data: The equation of the curve is z2 = y/4. The curve is rotated about the y-axis. The curve…

Q: *6-20. Locate the centroid X of the area. 6-21. Locate the centroid y of the area. h y = y = b X y =…

A:

Q: F6-10. Locate the centroid (T, ) of the cross-sectional area. 05 m 10.5 m

A: The front view of the cross-section can be drawn as, The cross-section can be divided into two…

Q: 6-14. Locate the centroid (F, 7) of the area. y- 3(1 -)

A: The given function is, y =3 (1-x2) Consider a strip as shown in figure below of width dx and height…

Q: 6-25. Locate the centroid y of the area. Im -1 m

A: The given problem will be solved by using method of integration. We have to consider an elemental…

Q: 5-101 Locate the centroid of the shaded area shown in Fig. y y? = 2x 2 in. y= 0.52 2 in.

A: The diagram of the shaded area with a vertical strip is given as, The equations of curves are given…

Q: 6-41. Locate the centroid ỹ of the beam having the cross- sectional area shown. -150 mm - 15 150 mm…

A: Divide the given I section and divide it into 3 separate parts. Specify the coordinate system as…

Q: 3 Q1-Locate the centroid i of the area. (Answer: x = 4 m 1 4 m

A:

Q: 6-10. Locate the centroid of the area. a L 2 y L 2 - y = a cos Prob. 6-10 TTX L X

A: Given data is

Q: F6-11. Locate the center of mass (E,5,7) of the homogeneous solid block. -5 п

A: Data X¯ Y¯ Z¯ Volume X¯V Y¯V z¯V Small Block(1) 4m 1m 1.5m 24m3 96m4 24m4 36m4 Large Block(2) 1m…

Q: 6-5. Locate the centroid y of the area. y = -b-

A: Given Data: The given curve is y=hb2x2 The curve extends from (0,0) to (h,b). To determine the…

Q: R6-2. Locate the centroid y of the area. -ту са

A: Given data, Equation of curved line, xy = c2. The area of differential element is, dA=y×dx=c2xdx…

Q: 6-2. Locate the centroid y of the area. 16 4 m -8 m-

A:

Q: *6-32. Locate the centroid y of the homogeneous solid formed by revolving the shaded area about the…

A: Given: The equation formed by revolving the shaded region is y2+z-a2=a2 The centroid or center of…

Q: *6-12. Locate the centroid I of the area.

A: Given: The curve is given as the, y=ha2x2+h

Q: 1-2. Calculate the coordinates of the centroids of these shapes in terms of a an y=mx y=kx2 h y =…

A: According to the given data y=mx       ......................(1) y=kx2…

Q: *6-4. Locate the centroid I of the area. y = -b-

A: Draw a small rectangular element as shown below,   The area of small element is, dA=y×dx=hb2x2dx

Q: F6-7. Locate the centroid (T, 5, 7) of the wire bent in the shape shown. 300 min 600 mm 400 mm

A: From the given data: (1 m=1000 mm)