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Graphical Method Of Solving System Of Equations -Multiple Choice Questions Quiz

Interactive MCQs on the topic “Graphical Method Of Solving 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:What does the point where two lines intersect represent in a system of equations?

(A) The solution of the system
(B) The midpoint of the lines
(C) The average slope
(D) The y-intercept

Question 2:What does it mean if the two lines in a graph never intersect?

(A) One solution
(B) No solution
(C) Infinite solutions
(D) Can’t determine

Question 3: What is indicated when two lines overlap completely on a graph?

(A) One solution
(B) No solution
(C) Infinite solutions
(D) Graph error

Question 4:What type of system has exactly one solution when graphed?

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

Question 5:Which is the best first step when solving a system graphically?

(A) Multiply both equations
(B) Substitute variables
(C) Eliminate a variable
(D) Convert to slope-intercept form

Question 6:What tool is necessary to solve a system graphically?

(A) Calculator
(B) Protractor
(C) Graph paper or coordinate plane
(D) Number line

Question 7:If two lines intersect at (2, –1), what is the solution to the system?

(A) (–1, 2)
(B) (2, –1)
(C) (–2, 1)
(D) (1, –2)

Question 8:How do you check if the graphical solution is correct?

(A) Estimate the slope
(B) Measure the angle
(C) Graph again
(D) Plug the point into both equations

Question 9:What kind of solution does a system have if the lines have the same slope but different y-intercepts?

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

Question 10:Why is graphing not always the most accurate method?

(A) It is too slow
(B) It uses substitution
(C) It can be imprecise
(D) It solves nonlinear systems



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