9th Class Math Past Paper MCQS 2019 Group 1 Test Federal Board

a-3-csup-3-e-2-3-c-2-fsup-3-e-ab-2-b-b-3-csup-3-e-2-3-c-2-fsup-3-e-is-a-factor-of-3-a_-_a-3-csup-3-e-3-3-c-2-fsup-3-e-2-b-b-3-csup-3-e-3-3-c-2-fsup-3-e,a-ray-has-end-points_-_one,a-square-matrix-is-called-singular-if-its-determinant-is_-_zero,altitude-of-an-equilateral-triangle-from-vertex-to-the-opposite-side-makes-an-angle-of-to-that-side_-_90-c-2-b-0,h-c-f-of-5-x-3-csup-3-e-2-3-c-2-fsup-3-ey-3-csup-3-e-2-3-c-2-fsup-3-ez-3-csup-3-e-3-3-c-2-fsup-3-e-and-30-x-3-csup-3-e-3-3-c-2-fsup-3-ey-3-csup-3-e-3-3-c-2-fsup-3-ez-is-3-a_-_5-3-csup-3-e-2-3-c-2-fsup-3-ey-3-csup-3-e-2-3-c-2-fsup-3-ez,if-hypotenuse-of-an-isosceles-right-triangle-is-e-2-88-9-a-2-cm-2-c-then-each-of-the-other-is-of-length_-_1-cm,in-the-bisection-of-right-angle-2-c-each-angle-is-of_-_45-c-2-b-0,right-bisection-of-a-line-segment-means-to-draw-a-perpendicular-at-the-of-that-line-segment_-_midpoint,sum-of-adjacent-angles-of-a-parallelogram-is-3-a_-_180-c-2-b-0,the-logarithm-of-any-number-to-itself-as-base-is-3-a_-_1,the-midpoint-of-the-line-segment-joining-the-points-28-4-2-c-9-29-and-28-4-2-c-3-29-is-3-a_-_28-4-2-c-3-29,the-point-28-3-2-c-1-29-lies-in-the-quadrant-3-a_-_iii,the-value-of-i-3-csup-3-e-18-3-c-2-fsup-3-e-is-3-a_-_1,when-9-x-3-csup-3-e-2-3-c-2-fsup-3-e-6-x-2-b-2-is-divided-by-x-the-remainder-is-3-a_-_2,x-3-d-5-is-a-possible-solution-of-the-inequality-3-a_-_x-2-b-5-26-gt-3-b-0