Question Text
Question 1 :
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 2 :
The quantity of $A$ and $B$ in one day for which profit will be maximum is:
Question 4 :
Formulate the equations for the above problem.<br>($x$ and $y$ are the number of units of $A$ and $B$ manufactured in a day respectively)
Question 5 :
State true or false:The statement  $0>1$ $\rightarrow$ $\sin x  = 2$. 
Question 6 :
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 7 :
A pack of coffee powder contains a mixture of x gms of coffee and y gms of choco. The amount of coffee powder is greater than that of chocolate and each pack weights at least 10 g. Which of the following inequalities describe the given condition?
Question 8 :
If x $\epsilon$ I, the solution set of the inequation $-2 \leq x < 3$ is 
Question 9 :
Choose correct option which suitably represents value of $x$.$x<5$, $x\in N$
Question 10 :
Find the number of real numbers in the solution set of following<br/>$\displaystyle \frac{2x}{5} + 1 < - 3$.