A. Algebraic sum of horizontal components of all the forces must be zero B. Algebraic sum of vertical components of all the forces must be zero C. Algebraic sum of the moments of the forces about a point must be zero D. All (A), (B) and (C)" class="read-more button" href="https://exam.pscnotes.com/mcq/the-necessary-condition-of-equilibrium-of-a-body-is-a-algebraic-sum-of-horizontal-components-of-all-the-forces-must-be-zero-b-algebraic-sum-of-vertical-components-of-all-the-forces-must-be-zero-c/#more-6804">Detailed SolutionThe necessary condition of equilibrium of a body is: A. Algebraic sum of horizontal components of all the forces must be zero B. Algebraic sum of vertical components of all the forces must be zero C. Algebraic sum of
rotational inertia D. None of the above" class="read-more button" href="https://exam.pscnotes.com/mcq/two-circular-discs-of-same-weight-and-thickness-are-made-from-metals-having-different-densities-which-disc-will-have-the-larger-rotational-inertia-about-its-central-axis-a-disc-with-larger-density/#more-6801">Detailed SolutionTwo circular discs of same weight and thickness are made from metals having different densities. Which disc will have the larger rotational inertia about its central axis? A. Disc with larger density B. Disc with smaller density C. Both discs will have same rotational inertia D. None of the above
amplitude is given by A. 1 : 2 B. 1 : 1 C. 2 : 1 D. 3 : 1" class="read-more button" href="https://exam.pscnotes.com/mcq/the-ratio-of-kinetic-energy-and-potential-energy-of-a-simple-harmonic-oscillator-at-a-displacement-equal-to-half-its-amplitude-is-given-by-a-1-2-b-1-1-c-2-1-d-3-1/#more-6802">Detailed SolutionThe ratio of kinetic energy and potential energy of a simple harmonic oscillator, at a displacement equal to half its amplitude is given by A. 1 : 2 B. 1 : 1 C. 2 : 1 D. 3 : 1
gravitational force makes a satellite go round the earth in a circular orbit, if it is projected with an initial velocity of A. 8.04 km/sec at a height
cm C. 5.25 cm D. 5.5 cm" class="read-more button" href="https://exam.pscnotes.com/mcq/from-a-solid-cylinder-of-height-8-cm-and-radius-4-cm-a-right-circular-cone-is-scooped-out-on-the-same-base-and-having-the-same-height-as-that-of-the-cylinder-the-c-g-of-the-remainder-is-at-a-height/#more-6798">Detailed SolutionFrom a solid cylinder of height 8 cm and radius 4 cm, a right circular cone is scooped out on the same base and having the same height as that of the cylinder. The C.G. of the remainder is at a height of A. 4.5 cm B. 5.0 cm C. 5.25 cm D. 5.5 cm
D. non-concurrent copianar force system" class="read-more button" href="https://exam.pscnotes.com/mcq/force-polygon-method-is-applicable-for-a-any-copianar-force-system-b-a-system-of-parallel-forces-only-c-concurrent-copianar-force-system-d-non-concurrent-copianar-force-system/#more-6797">Detailed SolutionForce polygon method is applicable for A. any copianar force system B. a system of parallel forces only C. concurrent copianar force system D. non-concurrent copianar force system
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in equilibrium, they must be equal in magnitude and their line of action must be along A. The same line in the same sense B. The same line in opposite sense C. The perpendicular to both the lines D. None of these" class="read-more button" href="https://exam.pscnotes.com/mcq/if-two-forces-acting-at-a-point-are-in-equilibrium-they-must-be-equal-in-magnitude-and-their-line-of-action-must-be-along-a-the-same-line-in-the-same-sense-b-the-same-line-in-opposite-sense-c-the/#more-6795">Detailed SolutionIf two forces acting at a point are in equilibrium, they must be equal in magnitude and their line of action must be along A. The same line in the same sense B. The same line in opposite sense C. The perpendicular to both the lines D. None of these
A system of parallel forces only C. Concurrent coplanar force system D. Non-concurrent coplanar force system" class="read-more button" href="https://exam.pscnotes.com/mcq/force-polygon-method-is-applicable-for-a-any-coplanar-force-system-b-a-system-of-parallel-forces-only-c-concurrent-coplanar-force-system-d-non-concurrent-coplanar-force-system/#more-6796">Detailed SolutionForce polygon method is applicable for A. Any coplanar force