2nd Year Maths Chapter 5 Linear Inequalities and Programming MCQs

If you are searching for 2nd Year Maths Chapter 5 Linear Inequalities and Programming MCQs then you will get the important MCQs on this page. For Entry Test preparations, the students should prepare very well. Remember, the entry test pattern is based on MCQs only. So, the student must have a good technique while answering a question. But they should be more careful because many tests have negative markings and it can affect on the overall marks. The 5th chapter is about linear inequalities. In this chapter, you will study the inequalities like Greater than, Less than, Greater than or equal to, and Less than or equal to. So, there are different methods to solve them. This is the brief introduction of this chapter. Now, if you are looking for the entry test preparation, then this page will help you. Scroll down to check the important MCQs of this chapter.

2nd Year Maths Chapter 5 Linear Inequalities and Programming MCQs

Question#1: The feasible solution which maximizes or minimizes the objective function is called:

• Feasible solution
• Optimal solution
• Both a and b
• None of these

Question#2: Which one is an associated equation of ax+ by ≤c:

• ax+ by<c
• ax+ by ≤c
• ax+ by+ c<0
• ax+ by=c

Question#3: The points above the line x+ 2y= 4 satisfy the inequality is:

• x+2y<4
• x+2y≤4
• x+2y>4
• None of these

Question#4: Which of the following can be the test point of inequality 2x-3y≤6?

• (0,-2)
• (3,0)
• (-1,-1)
• None of these

Question#5: Inequalities have symbols:

• 2
• 3
• 4
• 6

Question#6: Solution of the inequality 5x+ 7y≤ 11 is:

• (1,2)
• (2,3)
• (-2,-3)
• (-1,3)

Question#7: The graph of x+3≥4 is:

• Left half plane
• Right half plane
• Upper half plane
• Lower half plane

Question#8: Non-negative constraints help in taking:

• Solutions
• Maximization
• Minimization
• Decision

Question#9: There are _____ feasible solutions in the feasible region.

• 2
• 4
• 6
• Infinite

Question#10: Minimum value of f(x,y)=4x+5y. Subject to constraints x≤4, x≤2, and x≥1 is at:

• (0,0)
• (1,2)
• (1,0)
• (4,0)