Chapter 8 Test & Test Corrections: Part 1

Last updated over 3 years ago

14 questions

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Library

Chapter 8 Test & Test Corrections: Part 1

Last updated over 3 years ago

14 questions

Part 1 of the Chapter 8 Test will cover:
Scale Drawings
Drawing Geometric Figures
Creating Triangles with Specific Dimensions
Determining Angle Relationships

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Draggable item		Corresponding Item

2

6

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Dane used a ruler and a protractor to draw a parallelogram with two sides measuring 3 feet and one set of opposite angles measuring 130º. The second set of opposite angles have a measurement of __________ º.
HINT: Solve for the angle marked by the ? in the image.
All of the angles in a quadrilateral add together to equal 360º.

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Explain your answer to question 6.

6

Find the value of x.

Be sure to show all of your work. Steps:
Create an equation for ㄥACE and ㄥECD. Hint: ㄥACE and ㄥECD are _________ angles.
Substitute the expression for each angle into your equation.
Solve for x.

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What is the value of ㄥBCD?

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Find the measure of ∠PAR.

Be sure to show all of your work. Steps:
Set up an equation for ㄥKAR and ㄥGAU.
Substitute in the expression for each angle into your equation.
Solve for x.
Substitute the value of x into the expression for ㄥKAR.
Write an equation for ㄥKAR and ㄥPAR.
Use your value of ㄥKAR to solve for ㄥPAR.

You must answer all of the questions below to complete test corrections.  Miss Gowton will not know to take another look at your test without answering the questions below.

1

What was your biggest challenge when attempting the Test?

Part 1 of the Chapter 8 Test will cover:
Scale Drawings
Drawing Geometric Figures
Creating Triangles with Specific Dimensions
Determining Angle Relationships

Vocabulary Review: Complete each definition and then provide an example of each vocabulary word.
Use triangle ABC to help match some of the vocabulary terms.

Draggable item		Corresponding Item
Opposite and equal angles that area created by the intersection of two lines.		scale drawing
Angle B is a(n) ___________ between sides AB and BC.		included side
Side AC, which is between Point A and Point C, can also be called ______________ AC.		supplementary angles
____________ have a sum of 90º.		included angle
An enlarged or reduced drawing of an object that is proportional to the actual object.		complementary angles
____________ have a sum of 180º.		vertical angles

The Azadi Tower is 148 feet tall. An artist wants to create a garden model of the tower. How tall will the artist's model be?

88.8 inches

29.6 inches

59.2 inches

370 inches

What is the area, in square feet, of the playground represented by the scale drawing?

Be sure to show all of your work. Steps:
Use the scale to solve for the actual length of the playground.
Use the scale to solve for the actual width of the playground.
Use the formula A = l•w to find the actual area of the playground.

216 ft2

72 ft2

12 ft2

24 ft2

Dane used a ruler and a protractor to draw a parallelogram with two sides measuring 3 feet and one set of opposite angles measuring 130º. The second set of opposite angles have a measurement of __________ º.
HINT: Solve for the angle marked by the ? in the image.
All of the angles in a quadrilateral add together to equal 360º.

A deck has two sets of parallel sides and no 90º angles. Name the quadrilaterals that describe the shape of a playground with these dimensions. Select all that apply.

Marcus is trying to draw triangles with side lengths of 6 inches, 8 inches, and 11 inches. How many triangles can he make?

impossible to draw a triangle.

possible to draw more than one triangle.

possilbe to draw only one triangle.

Explain your answer to question 6.

Find the value of x.

Be sure to show all of your work. Steps:
Create an equation for ㄥACE and ㄥECD. Hint: ㄥACE and ㄥECD are _________ angles.
Substitute the expression for each angle into your equation.
Solve for x.

Calculate the value of angles ㄥACE and ㄥECD.

108º and 72º

40.5º and 49.5º

81º and 63º

54º and 54º  

What is the value of ㄥBCD?

Find the measure of ∠PAR.

Be sure to show all of your work. Steps:
Set up an equation for ㄥKAR and ㄥGAU.
Substitute in the expression for each angle into your equation.
Solve for x.
Substitute the value of x into the expression for ㄥKAR.
Write an equation for ㄥKAR and ㄥPAR.
Use your value of ㄥKAR to solve for ㄥPAR.

You must answer all of the questions below to complete test corrections.  Miss Gowton will not know to take another look at your test without answering the questions below.

Did you use our Geometry Formula sheet or YouTube tutorials on your first Test attempt?

Yes, I used both.

I used the Geometry Formula sheet.

I used the YouTube tutorials.

No.

Did you show all of your work on the first Test attempt?

Yes, I showed the work for all problems based on the steps included in the problem.

I showed the work for some of the problems or some of the steps included in the problem.

No.

What was your biggest challenge when attempting the Test?

Vocabulary Review: Complete each definition and then provide an example of each vocabulary word.  
Use triangle ABC to help match some of the vocabulary terms.

Opposite and equal angles that area created by the intersection of two lines.

scale drawing

Angle B is a(n) ___________ between sides AB and BC. 

included side

Side AC, which is between Point A and Point C, can also be called ______________ AC.

supplementary angles

____________ have a sum of 90º.

included angle

An enlarged or reduced drawing of an object that is proportional to the actual object.

complementary angles

____________ have a sum of 180º.

vertical angles

The Azadi Tower is 148 feet tall.  An artist wants to create a garden model of the tower.  How tall will the artist's model be?

88.8 inches

29.6 inches

59.2 inches

370 inches

What is the area, in square feet, of the playground represented by the scale drawing?

Be sure to show all of your work.  Steps: 
Use the scale to solve for the actual length of the playground.
Use the scale to solve for the actual width of the playground.
Use the formula A = l•w to find the actual area of the playground.

216 ft2

72 ft2

12 ft2

24 ft2

A deck has two sets of parallel sides and no 90º angles. Name the quadrilaterals that describe the shape of a playground with these dimensions. Select all that apply.

scalene triangle

kite

rhombus

circle

parallelogram

trapezoid

rectangle

Marcus is trying to draw triangles with side lengths of 6 inches, 8 inches, and 11 inches.  How many triangles can he make?

impossible to draw a triangle.

possible to draw more than one triangle.

possilbe to draw only one triangle.

Calculate the value of angles ㄥACE and ㄥECD.

108º and 72º

40.5º and 49.5º

81º and 63º

54º and 54º  

Did you use our Geometry Formula sheet or YouTube tutorials on your first Test attempt?

Yes, I used both.

I used the Geometry Formula sheet.

I used the YouTube tutorials.

No.

Did you show all of your work on the first Test attempt?

Yes, I showed the work for all problems based on the steps included in the problem.

I showed the work for some of the problems or some of the steps included in the problem.

No.

Chapter 8 Test & Test Corrections: Part 1

Chapter 8 Test & Test Corrections: Part 1

Explain your answer to question 6.

Find the value of x. Be sure to show all of your work. Steps: Create an equation for ㄥACE and ㄥECD. Hint: ㄥACE and ㄥECD are _________ angles.Substitute the expression for each angle into your equation.Solve for x.

What is the value of ㄥBCD?

What was your biggest challenge when attempting the Test?

Vocabulary Review: Complete each definition and then provide an example of each vocabulary word. Use triangle ABC to help match some of the vocabulary terms.

The Azadi Tower is 148 feet tall. An artist wants to create a garden model of the tower. How tall will the artist's model be?

A deck has two sets of parallel sides and no 90º angles. Name the quadrilaterals that describe the shape of a playground with these dimensions. Select all that apply.

Marcus is trying to draw triangles with side lengths of 6 inches, 8 inches, and 11 inches. How many triangles can he make?

Explain your answer to question 6.

Find the value of x. Be sure to show all of your work. Steps: Create an equation for ㄥACE and ㄥECD. Hint: ㄥACE and ㄥECD are _________ angles.Substitute the expression for each angle into your equation.Solve for x.

Calculate the value of angles ㄥACE and ㄥECD.

What is the value of ㄥBCD?

Did you use our Geometry Formula sheet or YouTube tutorials on your first Test attempt?

Did you show all of your work on the first Test attempt?

What was your biggest challenge when attempting the Test?

Find the value of x.

Be sure to show all of your work. Steps:
Create an equation for ㄥACE and ㄥECD. Hint: ㄥACE and ㄥECD are _________ angles.
Substitute the expression for each angle into your equation.
Solve for x.

Vocabulary Review: Complete each definition and then provide an example of each vocabulary word.
Use triangle ABC to help match some of the vocabulary terms.

Find the value of x.

Be sure to show all of your work. Steps:
Create an equation for ㄥACE and ㄥECD. Hint: ㄥACE and ㄥECD are _________ angles.
Substitute the expression for each angle into your equation.
Solve for x.