🍍 8.4.1 Introduction to Angles Digital Practice

Last updated about 1 month ago

11 questions

🍍 8.4.1 Introduction to Angles Digital Practice

Last updated about 1 month ago

11 questions

Question 1

Name the Vertex: _______ 
Name the Sides: _______ (Type the word "and" between the Sides)
Remember to use Upper Case Letters to match the angles. 

Question 2

Classify the angle:

Acute

Obtuse

Right

Straight

Question 3

Classify the angle:

Straight

Obtuse

Acute

Right

Question 4

If m∠P = (7x – 22)° and ∠P is a right angle, find the value of x.

Question 5

The measure of ∠N is (15x + 47)°. If x = 8, find the measure of ∠N.

Question 6

Classify the angle you found for ∠N:

Straight

Right

Acute

Obtuse

Question 7

The measure of ∠B is (-8x + 58)°. If x = -4, findthe measure of ∠B.

Question 8

Classify the angle you found for ∠B:

Obtuse

Right

Straight

Acute

Question 9

If m∠J = (7x + 13)°, m∠K = (83 – 2x)°, and the sum of the measures of the angles is 141°, find the measure of each angle. First solve for x.

Question 10

10.

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠J

Question 11

11.

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠K:

Question 1

Name the Vertex: _______ 
Name the Sides: _______ (Type the word "and" between the Sides)
Remember to use Upper Case Letters to match the angles. 

Question 2

Classify the angle:

Acute

Obtuse

Right

Straight

Question 3

Classify the angle:

Straight

Obtuse

Acute

Right

Question 4

If m∠P = (7x – 22)° and ∠P is a right angle, find the value of x.

Question 5

The measure of ∠N is (15x + 47)°. If x = 8, find the measure of ∠N.

Question 6

Classify the angle you found for ∠N:

Straight

Right

Acute

Obtuse

Question 7

The measure of ∠B is (-8x + 58)°. If x = -4, findthe measure of ∠B.

Question 8

Classify the angle you found for ∠B:

Obtuse

Right

Straight

Acute

Question 9

If m∠J = (7x + 13)°, m∠K = (83 – 2x)°, and the sum of the measures of the angles is 141°, find the measure of each angle. First solve for x.

Question 10

10.

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠J

Question 11

11.

🍍 8.4.1 Introduction to Angles Digital Practice

🍍 8.4.1 Introduction to Angles Digital Practice

Classify the angle:

Classify the angle:

If m∠P = (7x – 22)° and ∠P is a right angle, find the value of x.

The measure of ∠N is (15x + 47)°. If x = 8, find the measure of ∠N.

Classify the angle you found for ∠N:

The measure of ∠B is (-8x + 58)°. If x = -4, findthe measure of ∠B.

Classify the angle you found for ∠B:

If m∠J = (7x + 13)°, m∠K = (83 – 2x)°, and the sum of the measures of the angles is 141°, find the measure of each angle. First solve for x.

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;Put your answer for x in to solve for m∠J

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;Put your answer for x in to solve for m∠K:

Classify the angle:

Classify the angle:

If m∠P = (7x – 22)° and ∠P is a right angle, find the value of x.

The measure of ∠N is (15x + 47)°. If x = 8, find the measure of ∠N.

Classify the angle you found for ∠N:

The measure of ∠B is (-8x + 58)°. If x = -4, findthe measure of ∠B.

Classify the angle you found for ∠B:

If m∠J = (7x + 13)°, m∠K = (83 – 2x)°, and the sum of the measures of the angles is 141°, find the measure of each angle. First solve for x.

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;Put your answer for x in to solve for m∠J

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;Put your answer for x in to solve for m∠K:

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠J

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠K:

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠J

For m∠J = (7x + 13)° + m∠K = (83 – 2x)°= 141°;
Put your answer for x in to solve for m∠K: