Given steps in procedure to find the center of gravity of the trapezium ABCD. Arrange the steps.i. Join E and F which intersects the line PQ at G. G is center of gravity.ii. Similarly produce CD to a point F so that FD=AB.iii. Draw a line joining the midpoints P and Q of the parallel sides AB and DC respectively.iv. Produce AB to a point E so that BE=DC.

Given steps in procedure to find the center of gravity of the trapezi

1.	Given steps in procedure to find the center of gravity of the trapezium ABCD. Arrange the steps.i. Join E and F which intersects the line PQ at G. G is center of gravity.ii. Similarly produce CD to a point F so that FD=AB.iii. Draw a line joining the midpoints P and Q of the parallel sides AB and DC respectively.iv. Produce AB to a point E so that BE=DC.
A.	i, ii, iii, iv
B.	ii, iv, i, iii
C.	iii, iv, ii, i
D.	iii, i, ii, iv
Answer» D. iii, i, ii, iv

Discussion

No Comment Found

Related MCQs

The center of gravity of a rectangle having h as height and w as width, one of its vertex is origin and its width is along x-axis is _____________
Which of the following game make use of center of gravity?
The center of gravity of a right angled triangle having h as height and b as base length and vertex at 90 degrees is at origin.
Given steps in procedure to find the center of gravity of the trapezium ABCD. Arrange the steps.i. Join E and F which intersects the line PQ at G. G is center of gravity.ii. Similarly produce CD to a point F so that FD=AB.iii. Draw a line joining the midpoints P and Q of the parallel sides AB and DC respectively.iv. Produce AB to a point E so that BE=DC.
Given steps in procedure to find the center of gravity of the quadrilateral ABCD. Arrange the steps.i. Draw lines joining G1 with G2 and G3 with G4.ii. In given quadrilateral draw diagonal BD and locate centers of gravity G1, G2 of triangles BCD and ABD.iii. The point of intersection of lines G1G2 and G3G4 gives the center of gravity of the quadrilateral ABCD.iv. Similarly draw the diagonal AC and determine the centers of gravity G3, G4 of triangles ABC and ADC.
WHICH_OF_THE_FOLLOWING_GAME_MAKE_USE_OF_CENTER_OF_GRAVITY??$
The center of gravity of a rectangle having h as height and w as width, one of its vertex is origin and its width is along x-axis is _____________$
The center of gravity of a right angled triangle having h as height and b as base length and vertex at 90 degrees is at origin?
For symmetrical objects the center of gravity lies at intersection of axes.
The center of gravity of a circular ring will be a ______________

Discussion

No Comment Found

Related MCQs

Reply to Comment