Question Text
Question 2 :
Consider the linear inequations and solve them graphically:<br/>$3x-y-2 > 0;\,\,\, x+y \leq 4;\,\,\, x >0;\,\,\, y \geq 0$.Which of the following points belong to the feasible solution region?
Question 3 :
Number of integral solutions satisfy inequality $\left| x-3 \right| -\left| 2x+5 \right| \ge \left| x+8 \right| $ is
Question 4 :
State true or false:The statement  $0>1$ $\rightarrow$ $\sin x  = 2$. 
Question 5 :
Choose correct option which suitably represents value of $x$.$x<5$, $x\in N$
Question 6 :
The point which does not belong to the feasible region of the LPP:<br>Minimize: $Z=60x+10y$<br>subject to $3x+y \ge 18$<br>$2x+2y \ge 12$<br>$x+2y\ge 10$<br>$x,y \ge 0$ is
Question 7 :
Find the number of real numbers in the solution set of following<br/>$\displaystyle \frac{2x}{5} + 1 < - 3$.
Question 8 :
The sum of four numbers in AP is $20.$ The numbers are such that the ratio of the product of first and fourth is to the product of second and third as $2 : 3.$ The greatest number is:-
Question 9 :
If x $\epsilon$ I, the solution set of the inequation $-2 \leq x < 3$ is