MDCAT Physics MCQS Vectors and Equilibrium Online Test 1
3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-f-11-th-2-fphy-2-f-11-th-phy-ch-02-014-01-png-22-3-e_-_ab-sin-ce-b-8,3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-f-11-th-2-fphy-2-f-11-th-phy-ch-02-016-01-png-22-3-e_-_1,3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-f-11-th-2-fphy-2-f-11-th-phy-ch-02-017-01-png-22-3-e_-_3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-f-11-th-2-fphy-2-f-11-th-phy-ch-02-017-02-png-22-3-e,5-c-28-28-5-chat-7-bi-7-d-09-imes-5-chat-7-bj-7-d-29-09-imes-5-chat-7-bk-7-d-2-b-28-5-chat-7-bj-7-d-09-imes-5-chat-7-bi-7-d-29-09-imes-5-chat-7-bi-7-d-5-c-29-will-be-3-a_-_5-c-28-5-chat-7-bj-7-d-5-c-29,5-c-28-5-chat-7-bi-7-d-5-chat-7-bi-7-d-3-d-5-chat-7-bj-7-d-5-chat-7-bj-7-d-3-d-5-chat-7-bk-7-d-5-chat-7-bk-7-d-5-c-29-is-equal-to-3-a_-_1,5-c-28-5-chat-7-bj-7-d-c-3-97-5-chat-7-bk-7-d-5-c-29-3-d-3-a_-_5-c-28-5-chat-7-bi-7-d-5-c-29,a-body-will-be-in-rotational-equilibrium-if-3-a_-_5-c-28-5-csum-09-au-3-d-0-5-c-29,a-body-will-be-in-translational-equilibrium-2-c-if-3-a_-_e-2-88-91-3-cem-3-e-3-cu-3-ef-3-c-2-fu-3-e-3-c-2-fem-3-e-3-d-0,a-force-of-5-n-is-acting-along-y-axis-its-component-along-x-axis-is-3-a_-_zero,a-vector-which-has-zero-magnitude-is-called-3-a_-_null-vector,angle-between-two-verctors-5-c-283-5-chat-7-bi-7-d-2-b-4-5-chat-7-bj-7-d-5-c-29-26-nbsp-3-band-26-nbsp-3-b-5-c-284-5-chat-7-bi-7-d-3-5-chat-7-bj-7-d-5-c-29-is-3-a_-_90-3-csup-3-eo-3-c-2-fsup-3-e,as-a-b-26-nbsp-3-b-3-d-26-nbsp-3-bb-a-hence-2-c-scalar-product-is-3-a_-_commutative,both-the-dot-product-and-cross-product-of-two-vectors-5-c-28-0-bec-7-ba-7-d-5-c-29-26-nbsp-3-band-5-c-28-0-bec-7-bb-7-d-5-c-29-26-nbsp-3-bis-zero-2-c-when-3-a_-_either-the-vector-is-zero,conventionally-2-c-clockwise-torque-is-taken-as-3-a_-_negative,dimension-of-moment-arm-is-3-a_-_5-bl-5-d,dot-product-of-two-non-zero-vectors-is-zero-28-5-c-28-0-bec-a-0-bec-b-3-d-0-5-c-29-29-when-angle-between-them-is-3-a_-_90-3-csup-3-eo-3-c-2-fsup-3-e,dot-product-of-two-non-zero-vectors-is-zero-if-angle-between-them-is-3-a_-_90-c-2-b-0,force-of-10-n-makes-an-angle-of-30-3-csup-3-eo-3-c-2-fsup-3-e-with-y-axis-2-c-its-x-component-will-be-3-a_-_5-n,forces-12-n-and-5-n-are-add-2-c-the-resultant-cannot-be-3-a_-_6-n,if-27-r-3-csub-3-ex-3-c-2-fsub-3-e-27-is-negative-and-rsub-26-gt-3-by-component-is-positive-2-c-the-direction-of-resultant-r-27-is_-_ce-b-8-3-d-0,the-torque-is-also-called-as-3-a_-_moment-of-force,torque-acting-on-a-particle-with-respect-to-the-origin-is-given-by-3-a_-_5-c-28-0-bec-09-au-3-d-0-bec-r-c-3-97-0-bec-f-5-c-29,two-vectors-can-be-added-by-simple-arithmetical-method-when-they-are-at-an-angle-of-3-a_-_0-3-csup-3-eo-3-c-2-fsup-3-e,when-line-of-action-of-applied-force-passes-through-the-axis-of-rotation-2-c-then-the-torque-is-3-a_-_zero
Questions | 24 |
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Available | Always |
Pass rate | 45 % |
Backwards navigation | Allowed |