
Module 6 lesson 14
Presentation
•
Mathematics
•
5th Grade
•
Practice Problem
•
Easy
+3
Standards-aligned
April Morgan
Used 4+ times
FREE Resource
15 Slides • 5 Questions
1
I can construct parallel line segments and see and
analyze the relationship of the coordinate pairs.
2
Concept Development
Materials: (T) coordinate plane (Template), triangle 𝑅ST (created from
Lesson 13 Template 1) (S) Personal white board
Problem 1: Slide a right triangle template parallel to the
𝒙𝒙-axis along the coordinate plane to create parallel
segments.
(follow step-by-step instructions
from teacher guide)
3
4
Concept Development
Problem 2: Slide a right triangle template two directions
along a coordinate plane to create parallel segments.
(follow step-by-step instructions
from the teacher guide)
5
6
Concept Development
Problem 3: Identify coordinate pairs that create parallel
lines.
(follow step-by-step instructions
from the teacher guide)
7
plot the following points. (Write C (1 1/2 , 2 1/2 ) and D (3, 2) on the board.)
8
Focus for a moment on the vertex of the triangle that is at point C. Now,visualize that triangle moving 2 grid units to the left.
Tell your neighbor
the location of that vertex now.
9
Drag and Drop
the location of that vertex now?
10
Focus for a moment on the vertex of the triangle that is at point C. Now,visualize that triangle moving 2 grid units to the left.
Plot it.
11
Plot a point, E, at that location.
Plot another point, F, on the plane, that when connected to E will create a segment
parallel to CD̅̅̅̅.
Tell your neighbor how you will identify the
location of point F.
12
Fill in the Blanks
13
Plot point F, and then draw ̅EF̅̅̅ on your plane.
14
Problem Set
Complete with a partner or small group
15
Complete and answer the questions with your partner. Be ready to put your answers in.
16
Drag and Drop
P: (
R: (
17
Multiple Choice
Chose the relationship between PR and ST
PR ⊥ ST
PR∥ST
18
Drag and Drop
U: (
19
Complete with your partner
20
Exit Ticket
I can construct parallel line segments and see and
analyze the relationship of the coordinate pairs.
Show answer
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