12th Class Mathematics MCQS Introduction to Analytic Geometry Online Test 2

3-cp-3-e-3-cspan-style-3-d-22-font-size-3-a-13-0-pt-22-3-e-3-cspan-style-3-d-27-font-family-3-a-22-tahoma-22-2-c-22-sans-serif-22-27-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-y-3-dln-28-tanh-5-c-5-c-2-cx-29-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-cspan-style-3-d-22-font-size-3-a-13-0-pt-22-3-e-3-cspan-style-3-d-27-font-family-3-a-22-tahoma-22-2-c-22-sans-serif-22-27-3-ethen-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cfrac-7-bdy-7-d-7-bdx-7-d-3-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-a-3-c-2-fp-3-e_-_3-cp-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-sech-5-e-7-b-2-7-dx-5-c-5-c-2-c-coth-5-c-5-c-2-cx-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-3-cspan-style-3-d-22-font-size-3-a-13-0-pt-22-3-e-3-cspan-style-3-d-27-font-family-3-a-22-tahoma-22-2-c-22-sans-serif-22-27-3-e-if-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-y-3-de-5-e-7-b-3-x-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-then-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-y-7-b-3-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-is-3-a-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-c-2-fp-3-e_-_3-cp-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-2827-e-5-e-7-b-3-x-7-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-3-cspan-style-3-d-22-font-size-3-a-13-0-pt-22-3-e-3-cspan-style-3-d-27-font-family-3-a-22-tahoma-22-2-c-22-sans-serif-22-27-3-e-instantaneous-rate-of-change-of-c-2-a-0-y-c-2-a-0-with-respect-to-x-c-2-a-0-is-given-by-3-f-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-c-2-fp-3-e_-_3-cp-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cfrac-7-bdy-7-d-7-bdx-7-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-3-cspan-style-3-d-22-font-size-3-a-13-0-pt-22-3-e-degree-of-differential-equation-c-2-a-0-3-c-2-fspan-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cfrac-7-bd-5-e-7-b-2-7-dy-7-d-7-bdx-5-e-7-b-2-7-d-7-d-2-b-5-c-5-cfrac-7-bdy-7-d-7-bdx-7-d-3-x-3-d-0-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-3-cspan-style-3-d-22-font-size-3-a-13-0-pt-22-3-eis-3-a-3-c-2-fspan-3-e-3-c-2-fp-3-e_-_3-cp-3-e-3-cspan-style-3-d-22-font-family-3-a-tahoma-2-csans-serif-22-3-e-3-cspan-style-3-d-22-font-size-3-a-17-3333-px-22-3-e-1-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-3-cstrong-3-e-3-cspan-style-3-d-22-font-size-3-a-10-0-pt-22-3-e-3-cspan-style-3-d-27-font-family-3-a-22-times-new-roman-22-2-c-22-serif-22-27-3-e-3-cspan-style-3-d-22-color-3-ablack-22-3-e-if-s-is-the-distance-traveled-by-a-body-at-time-t-2-c-the-velocity-is-given-by-the-expression-3-a-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-c-2-fspan-3-e-3-c-2-fstrong-3-e-3-c-2-fp-3-e_-_3-cp-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cfrac-7-bds-7-d-7-bdt-7-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-area-bounded-by-cos-x-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-x-3-d-5-c-5-cfrac-7-b-5-c-5-cpi-7-d-7-b-2-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-to-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cfrac-7-b-5-c-5-cpi-7-d-7-b-2-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-is-3-a-c-2-a-0-3-c-2-fp-3-e_-_3-cp-3-e-2-3-c-2-fp-3-e,3-cp-3-e-derivative-of-cos-x-w-r-t-c-2-a-0-cos-x-is-3-a-3-c-2-fp-3-e_-_3-cp-3-e-1-3-c-2-fp-3-e,3-cp-3-e-let-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cvec-7-ba-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-be-a-non-zero-vector-2-c-then-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cfrac-7-b-5-c-5-cvec-7-ba-7-d-7-d-7-b-7-c-5-c-5-cvec-7-ba-7-d-7-c-7-d-5-c-5-c-29-3-c-2-fspan-3-e-is-a-3-a-3-c-2-fp-3-e_-_3-cp-3-e-3-cspan-style-3-d-22-font-size-3-a-11-0-pt-22-3-eunit-vector-parallel-to-3-c-2-fspan-3-e-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-cvec-7-ba-7-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,Gis5V4nkQ53ZK3HJAUDW,all-points-28-x-2-c-y-29-with-x-26-lt-3-b-0-2-c-y-26-lt-3-b-0-lie-in-the-quadrant-3-a_-_iii,bisectors-of-angles-of-a-triangle-are-3-a_-_concurrent,distance-between-two-points-282-2-c-3-29-and-283-2-c-2-29-is-3-a_-_e-2-88-9-a-2,distances-between-281-2-c-2-29-and-282-2-c-1-29-is-3-a_-_e-2-88-9-a-2,equation-of-line-bisecting-2nd-and-4th-quadrant-is-3-a_-_y-3-d-x,equation-of-the-line-parallel-to-the-x-axis-3-a_-_y-3-d-a,for-any-point-28-x-2-c-y-29-on-x-axis-3-a_-_y-3-d-0,homogeneous-equation-ax-3-csup-3-e-2-3-c-2-fsup-3-e-2-b-2-hxy-2-b-by-3-csup-3-e-2-3-c-2-fsup-3-e-3-d-0-represents-real-and-coincident-if-3-a_-_h-3-csup-3-e-2-3-c-2-fsup-3-e-3-d-ab,if-b-3-d-0-2-c-then-the-line-ax-2-b-by-2-b-c-3-d-0-is-parallel-to-3-a_-_y-axis,if-ce-b-1-is-the-inclination-of-non-vertical-line-than-slope-is-3-a_-_tan-ce-b-1,if-the-slopes-of-two-lines-are-1-2-f-2-and-3-2-c-then-the-measure-of-angle-from-1st-line-to-2nd-line-is-3-a_-_3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-fall-math-2-fpie-over-4-png-22-3-e,the-point-of-intersection-of-medians-of-a-triangle-is-called-3-a_-_centroid,the-slope-of-the-line-with-inclination-0-c-2-b-0-is-3-a_-_0,which-one-is-equation-of-straight-line-perpendicular-to-x-axis-3-a_-_x-3-d-k