Homework Practice
Printable assignment
Coordinate Geometry Final Assessment
Section A: Core Concepts
Question 1mcq
Which point lies in Quadrant IV?
Question 2mcq
If both coordinates of a point are negative, where does it lie?
Question 3mcq
For points and , which expression gives the horizontal difference used in the distance formula?
Question 4mcq
Find the distance between and .
Question 5mcq
Points , and form which triangle?
Question 6mcq
Which condition confirms that three points are collinear using distances?
Section B: Distance and Triangles
Question 7mcq
Point is units from . Which equation should be solved?
Question 8mcq
In section formula, if divides in ratio , which segment corresponds to ?
Question 9mcq
Find the point dividing and internally in ratio .
Question 10mcq
Find the midpoint of and .
Question 11mcq
Point divides and in what ratio?
Question 12mcq
Which set of points forms a rectangle with sides parallel to the axes?
Section C: Section Formula
Question 13mcq
A distance between and is reported as . Which estimate shows it is unreasonable?
Question 14mcq
A point is at from the origin. What is its distance from the origin?
Question 15mcq
The sides of a triangle from coordinates are found as , and . What type is it?
Question 16mcq
Are , and collinear?
Question 17mcq
Point is units from . Which values are possible for ?
Question 18mcq
Point divides and in ratio . Find .
Section D: Applications and Checks
Question 19mcq
If the midpoint of and is , find .
Question 20mcq
Point divides and . What is ?
Question 21mcq
A triangle has vertices , and . What is true?
Question 22mcq
When checking a coordinate answer with a rough diagram, what should you verify first?
Question 23mcq
A point reflected from Quadrant II across the -axis will move to which quadrant?
Question 24mcq
Assertion: The distance formula squares coordinate differences. Reason: Squaring makes horizontal and vertical differences combine through Pythagoras. Which is correct?