Bellwork
description
Transcript of Bellwork
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BellworkKatie earns a commission at her job. She earns 5% on the first $10,000 in sales and 8% on anything over $10,000. What is her paycheck if her sales reached $14,000 this month?
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Daily Activities!
TimedSkillDrill
HomeworkReview
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Did You Realize? By: Mrs. YowPre-Algebra
obj. 7.3.a, 7.3.b
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Why learn about Angles? Angles of course are a very important concept in geometry.
However, you may not have realized that angles impact our lives in more ways than
we think.
Let me show you some examples….
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Did you realize. . . Angles are a part of your favorite sport?
There is an angle tackle in football! Quarterbacks pass at an angle to the receiver!
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Did you realize. . . Outfielders run at an angle to catch the ball?
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Did your realize . . . Drivers and Pilots use angles?
A pilot maneuvers an airplane using a variety of angles to fly and land.
When parking a car a driver uses the concept of angles to park in a particular space.
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Chefs chop at an angle?
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X-Gamers spin their bikes at an angle.
X-Games
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A contractor uses angles to build a house, a school, or any structure.
A nurse adjusts a bed to create an angle that is comfortable for a patient.
Umbrella’s can be tilted at an angle in order to stop rain, snow, or provide shade.
Here are some more examples.
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Angles are formed by intersecting lines…..TRANSVERSAL LINES….also
A transversal line intersects two or more lines in a plane.
It is helpful to us when the intersected lines are parallel (like the ones pictured)!
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3 4
7 8 6 5
2 1
What is a Transversal?
A transversal is a line that crosses 2 parallel lines.
(8 angles are formed by a transversal)
The red line is the transversal!
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Find the Transversal.
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Find the Transversal.
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All of these have transversals.
Black Rose Gibson Les Paul
Gibson Flying V
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Types of Angles formed:Vertical
Corresponding
Alternate INTERIOR
Alternate EXTERIOR
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Vertical Angles
3
8
7
6
5
4
2
1
Share a vertex
1 3___ ______ ______ ___
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Corresponding Angles1 5___ ______ ______ ___
3
8
7
6
5
4
2
1
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Alternate Interior Angles
3
8
7
6
5
4
2
1
4 6___ ___
Different Sides of Transversal/Inside of parallel lines
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Alternate Exterior Angles
3
8
7
6
5
4
2
1
Different Sides of Transversal/Outside of parallel lines
2 8___ ___
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Closure
When are corresponding, alternate interior, alternate exterior, etc. angles NOT be equal to each other?
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