10th Class Mathematics MCQS Tangent to a Circle Online Test 1

3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-f-10th-2-fmath-2-f-10-math-10-007-001-png-22-3-e-3-cbr-3-e-3-cbr-3-e-2-c-3-cimg-src-3-d-22-2-fimages-2-fmcqs-2-f-10th-2-fmath-2-f-10-math-10-007-001-a-png-22-3-e_-_a-tangent,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-b-2-5-c-5-cpi-7-d-7-b-3-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-radians-3-d-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-28120-5-eo-5-c-5-c-29-3-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-bx-5-e-2-2-b-3-7-d-7-b-28-x-2-b-1-29-28-x-2-b-2-29-7-d-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-is-a-2-fan-fraction-3-c-2-fp-3-e_-_3-cp-3-e-proper-fraction-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-ax-5-e-2-2-bbx-2-bc-3-d-0-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-will-be-pure-quadratic-equation-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-b-3-d-0-5-c-5-c-29-3-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-ax-5-e-4-bx-5-e-3-2-bcx-5-e-2-bx-2-ba-3-d-0-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-is-a-equation-3-a-3-c-2-fp-3-e_-_3-cp-3-e-reciprocal-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-281-2-b-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-3-d-cosec-5-e-2-5-c-5-ctheta-5-c-5-c-29-3-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-cot-5-e-2-5-c-5-ctheta-5-c-5-c-29-3-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-2820-5-eo-5-c-5-c-2-c-3-d-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-5-c-29-3-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-281200-5-c-27-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-each-angle-of-regular-hexagon-is-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-28120-5-eo-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-for-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-tan-5-c-5-ctheta-26-gt-3-b-0-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-and-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-sin-5-c-5-ctheta-26-lt-3-b-0-5-c-5-c-29-3-c-2-fspan-3-e-2-c-angle-27-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-5-c-5-ctheta-5-c-5-c-29-3-c-2-fspan-3-e-27-c-2-a-0-lies-in-quadratic-3-c-2-fp-3-e_-_3-cp-3-ethird-3-c-2-fp-3-e,3-cp-3-e-for-equation-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-284-x-5-e-2-5-x-2-b-6-3-d-0-5-c-5-c-29-3-c-2-fspan-3-e-2-c-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-1-7-d-7-b-5-c-5-calpha-7-d-2-b-5-c-5-cfrac-7-b-1-7-d-7-b-5-c-5-cbeta-7-d-3-d-3-f-5-c-5-c-29-3-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-b-5-7-d-7-b-6-7-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-how-many-tangents-can-be-drawn-from-a-point-outside-it-3-f-3-c-2-fp-3-e_-_3-cp-3-e-2-3-c-2-fp-3-e,3-cp-3-e-if-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-w-5-c-5-cpropto-u-5-e-3-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-or-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-w-3-d-ku-5-e-3-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-then-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-k-3-d-3-f-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-where-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-u-3-d-3-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-and-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-w-3-d-81-5-c-5-c-29-3-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-k-3-d-3-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-if-two-circle-touch-externally-then-the-distance-between-their-centres-is-equal-to-3-c-2-fp-3-e_-_3-cp-3-e-sum-of-their-radii-3-c-2-fp-3-e,3-cp-3-e-in-a-parallelogram-abcd-2-c-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-28-ac-29-5-e-2-2-b-28-bd-29-5-e-2-3-d-3-f-5-c-5-c-29-3-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-282-5-b-28-ab-29-5-e-2-2-b-28-bc-29-5-e-2-5-d-5-c-5-c-29-3-c-2-fspan-3-e-3-c-2-fp-3-e,3-cp-3-e-in-joint-variation-2-c-c-2-a-0-3-cspan-class-3-d-22-math-tex-22-3-e-5-c-5-c-28-y-3-dk-5-c-5-cfrac-7-bx-7-d-7-bz-7-d-2-c-k-5-c-5-c-29-3-c-2-fspan-3-e-c-2-a-0-is-called-constant-of-3-c-2-fp-3-e_-_3-cp-3-evariable-3-c-2-fp-3-e,3-cp-3-ey-in-ratio-x-3-a-y-is-called-3-a-3-c-2-fp-3-e_-_3-cp-3-e-precedent-3-c-2-fp-3-e,a-line-which-has-only-one-point-in-common-with-the-circle-is-called_-_tangent,a-tangent-line-intersects-the-circle-at-3-a_-_at-one-point,tangent-line-intersects-the-circle-at_-_on-point,the-distance-between-the-center-of-two-congruent-circles-touching-externally-is-3-a_-_the-diameter-of-each,two-tangents-drawh-to-a-cricle-from-a-point-outside-it-are-of-in-length_-_equal