Exercise 4: Guided Practice

Refer to the figure and find the length of each segment

1 pts

AB (1)
CE (2)
DC (3)
EA (4)

note_alt Add notes

flag Flag

Correct Answer

Explanation

Refer to the figure below and find each midpoint

1 pts

Find the midpoint of AD (1)
Find the midpoint of BE (2)
Find the midpoint of EA (3)

note_alt Add notes

flag Flag

Correct Answer

Explanation

Use the protractor to find each angle measure listed below

1 pts

Type in the measure of the angle in numbers only

m(∠GDE) (1)
m(∠EDS) (2)
m(∠CDR) (3)
m(∠CDG) (4)
m(∠ADE) (5)
m(∠EDR) (6)
m(∠CDA) (7)
m(∠CDS) (8)

note_alt Add notes

flag Flag

Correct Answer

Explanation

Classify the following angles in the figure as an acute angle, a right angle, an obtuse angle, or a straight angle

1 pts

(1) ∠MNO
(2) ∠NOP
(3) ∠MPQ
(4) ∠QPO
(5) ∠OPN
(6) ∠POS
(7) ∠PNO
(8) ∠MNQ

Please drag and drop the selected option in the right place or type it instead

acute

right

obtuse

straight

note_alt Add notes

flag Flag

Correct Answer

Explanation

Find x

1 pts

Type in the angle as a number without the degrees sign

(1)
(2)
(3)
(4)

note_alt Add notes

flag Flag

Correct Answer

Explanation

Refer to the figure below. Find the measure of each angle

1 pts

∠1
∠NYZ
∠MYX
∠2

note_alt Add notes

flag Flag

Correct Answer

Explanation

Find m(\(\angle{ABD}\))

1 pts

Value of x = (1)

m(∠ABD) = (2)

note_alt Add notes

flag Flag

Correct Answer

Explanation

Find the measure of the following angle

1 pts

m(\(\angle{DBE}\))

Value of x = (1)

m(∠DBE) = (2)

note_alt Add notes

flag Flag

Correct Answer

Explanation

First find \(x\). Then find m(\(\angle{ZYQ})\) and m(\(\angle{PYQ})\)

1 pts

x = (1)
m(∠ZYQ) = (2)
m(∠PYQ) = (3)

note_alt Add notes

flag Flag

Correct Answer

Explanation

First find \(x\). Then find m(\(\angle{ZYQ})\) and m(\(\angle{PYQ})\)

1 pts

x = (1)
m(∠ZYQ) = (2)
m(∠PYQ) = (3)

note_alt Add notes

flag Flag

Correct Answer

Explanation

Let x represent the unknown angle measure. Find the value of x

1 pts

m(∠x) = (1) which complements a 30^o angle.
m(∠x) = (2) which supplements a 30^o angle.
m(∠x) = (3) which supplements a 105^o angle.
m(∠x) = (4) which complements a 75^o angle.

note_alt Add notes

flag Flag

Correct Answer

Explanation

Can two angles that are complementary be equal?

1 pts

volume_mute

Yes

No

Not applicable

note_alt Add notes

flag Flag

Correct Answer

Explanation

Can two angles that are supplementary be equal?

1 pts

volume_mute

Yes

No

Not applicable

note_alt Add notes

flag Flag

Correct Answer

Explanation

The angles highlighted below are vertical angles

1 pts

volume_mute

True

False

note_alt Add notes

flag Flag

Refer to the figure and find the length of each segment

Correct Answer

Explanation

Refer to the figure below and find each midpoint

Correct Answer

Explanation

Use the protractor to find each angle measure listed below

Correct Answer

Explanation

Classify the following angles in the figure as an acute angle, a right angle, an obtuse angle, or a straight angle

Correct Answer

Explanation

Find x

Correct Answer

Explanation

Refer to the figure below. Find the measure of each angle

Correct Answer

Explanation

Find m(\(\angle{ABD}\))

Correct Answer

Explanation

Find the measure of the following angle

Correct Answer

Explanation

First find \(x\). Then find m(\(\angle{ZYQ})\) and m(\(\angle{PYQ})\)

Correct Answer

Explanation

First find \(x\). Then find m(\(\angle{ZYQ})\) and m(\(\angle{PYQ})\)

Correct Answer

Explanation

Let x represent the unknown angle measure. Find the value of x

Correct Answer

Explanation

Can two angles that are complementary be equal?

Correct Answer

Explanation

Can two angles that are supplementary be equal?

Correct Answer

Explanation

The angles highlighted below are vertical angles

Correct Answer

Explanation

Quran Recitation

Query Dictionary

Select a result: