Types Of Solutions In A System Of Equations -Multiple Choice Questions Quiz

Interactive MCQs on the topic “Types Of Solutions In A System Of Equations”:

Solve the following 10 questions: Only one option is correct. Click on the “Submit” button when done. Click on the “embed” button to use this quiz on your website. Click on “WhatsApp” to share this quiz.

Question 1:How many solutions does a system have if the lines intersect at one point?

(A) One solution
(B) No solution
(C) Infinite solutions
(D) Cannot be determined

Question 2:What type of system has no solution?

(A) Consistent system
(B) Inconsistent system
(C) Dependent system
(D) Nonlinear system

Question 3: What type of system has infinitely many solutions?

(A) Inconsistent system
(B) Independent system
(C) Dependent system
(D) Graphable system

Question 4:What type of system is it when there is exactly one solution?

(A) Dependent and inconsistent
(B) Inconsistent and nonlinear
(C) Dependent and nonlinear
(D) Consistent and independent

Question 5:What does the graph of a system with no solution look like?

(A) Intersecting lines
(B) Parallel lines
(C) Same line
(D) One curve and one line

Question 6:Which equation pair would result in infinitely many solutions?

(A) x + y = 5 and x – y = 3
(B) 2x + y = 6 and x – 3y = 1
(C) y = 2x + 3 and 4x – 2y = –6
(D) y = 3x and y = –x + 2

Question 7:What type of system is represented by two overlapping lines?

(A) Infinite solutions
(B) No solution
(C) One solution
(D) No graph possible

Question 8:What is a consistent system?

(A) One that always graphs
(B) One with no solution
(C) One with a nonlinear solution
(D) One with at least one solution

Question 9:How can you tell a system has no solution from solving algebraically?

(A) You get a true statement
(B) You get a false statement
(C) You get a variable
(D) You get an ordered pair

Question 10:How can you tell a system has infinite solutions from solving algebraically?

(A) Get x = 3
(B) Get a false equation
(C) Get a true equation with no variables
(D) Get a true identity (0 = 0)