Solve this: 2. In the inequality given below the value of the angle is expressed in radian measure. Which me of the
inequalities below is true ?
(A) sin I < sin 2 < sin 3 (B) sin 3 < sin 2 <.sin I (C) sin 2 < sin I < sin 3 (D) sin 3 < sin < sin 2
3. Which of these statements is false ?
(A) A rectangle is sometimes a rhombus
eßB) A rhombus is always a parallelogram
(C)lhe diagonals of a parallelogram always bisect the angles at the vertices
(D) The diagonals of a rectangle are always congurent.
2x-1
4. Ifthe solution set oflx— kl < 2 is a subset ofthe solution set ofthe inequality
< , then the number
of possible integrai value(s) of k' is/are-
a,b,c are the sides ofa triangle ABC which is right angled at C, then the minimum value of —+—
[MATRIX TYPE]
(3+3+3+3 = 121
2.6 has four statements (A,B,C & D) given in Column-I and four statements (P, Q, R & S) given
blumn-ll. Any given statement in Column-I can have correct matching with one or more statement(s) give
Column-II.
Column-I
t satis
Column-II
g the equation,
