"Parallel Lines" PPT

Description

"Parallel Lines" PPT

Part One: Learning Objectives

1. Understand the concept of parallel lines, be able to draw parallel lines of known straight lines, and understand that the distance between parallel lines is equal everywhere.

2. Able to draw parallel lines to known straight lines.

3. Master "the angles of the same position are equal and the two straight lines are parallel" and be able to apply it for simple reasoning.

Parallel lines PPT, part 2: analysis of parallel lines

Two straight lines that do not intersect in the same plane are called parallel lines.

What are the characteristics of parallel lines?

1. In the same plane

2. Disjoint

Representation of parallel lines:

We usually use "//" to indicate parallelism.

AB∥CD

Read as: "Line AB is parallel to line CD"

a ∥ b

Read as: "Line a is parallel to line b"

Parallel Lines PPT, Part 3: Try it

As shown in the figure on the right, straight line a//b, A, and B are any two points on straight line a.

(1) Please use a triangle plate to draw perpendicular segments AM and BN from point A and point B to straight line b respectively. Observe and measure AM and BN to see what is the relationship between their lengths?

(2) Take another point C on straight line a and draw a perpendicular segment from point C to straight line b. Is its length equal to the length of AM and BN?

What conclusion can you draw through our hands-on operation?

If straight line a//b, then the distance from any point on straight line a to straight line b is equal. This distance is called the distance between parallel lines a and b.

The distance between two parallel lines is equal everywhere

Parallel lines PPT, part 4: after-class exercises

A little test of who is sharper:

In the following sentences, the correct number is ( )

①Two straight lines that do not intersect are parallel lines

②In the same plane, there are two types of positional relationships between two straight lines, namely, intersection or parallel

③If line segments AB and CD have no intersection, then AB∥CD

A. 1 B. 2 C. 3

think

1. Which of the following statements is incorrect ( )

A. A parallel line of the known straight line l can be drawn through any point P

B. Two non-intersecting straight lines in the same plane are parallel lines.

C. Only one straight line can be drawn through a point outside the straight line parallel to the known straight line.

D. The distance between two parallel lines is equal everywhere.

Parallel Lines PPT, Part 5: Summary

What did you gain from this lesson?

(1)What are parallel lines;

(2) Representation method of parallel lines;

(3) How to draw parallel lines;

(4) Two axioms of parallel lines.

(5) Judgment axiom (or basic fact) of parallel lines

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"Properties of Parallel Lines" PPT download:

"Properties of Parallel Lines" PPT Download Part 1 Content: Review Review What are the methods for determining parallel lines? How to identify parallel lines: (1) the angles of the same angles are equal, two straight lines are parallel (2) the internal angles are equal, the two straight lines are parallel (3) the internal angles on the same side are complementary, Two straight lines are parallel...

"Properties of Parallel Lines" PPT:

"Properties of Parallel Lines" PPT Part One Content: Knowledge Review 1. If B=1, according to _______________, we can get AD//BC 2. If 1=D, according to _______________, we can get AB//CD 3. If B+BCD=180, according to___..

"Properties of Parallel Lines" PPT courseware download:

"Properties of Parallel Lines" PPT courseware download Part 1 content: Do a hands-on experiment: Select any two parallel lines a, b on the prepared grid book (1) Draw a straight line c and parallel lines a, b arbitrarily intersect. (2) Choose any pair of co-positioned angles and measure them with a protractor...

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Update Time: 2024-11-17

This template belongs to Mathematics courseware Hebei Education Edition Seventh Grade Mathematics Volume 2 industry PPT template

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