Unit 3 EOC Review Notes

Unit 3 EOC Review Notes
- Use this Quizizz lesson to fill out the EOC Review Notes Packet for Unit 3

Multiple Choice

According to the image, which property of parallelogram are they referring?

• Opposite sides are congruent
• Opposite angles are congruent
• Opposite sides are parallel
• Opposite angles are parallel

Multiple Choice

In the picture, side AB must be congruent to which side?

• AE
• AD
• CD
• BC

Multiple Choice

How long is the side CD?

• 7
• 3
• 35
• 27

Multiple Choice

What do we know about the diagonals of ALL parallelogram?

• They are congruent
• They bisect each other
• They are perpendicular to each other
• They are parallel to each other

Multiple Choice

Find the value of f.

• -5
• 15
• 5
• 20

Multiple Choice

What's the measurement of angle G?

• 20
• 60
• 24
• 120

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Multiple Choice

Find the volume of the cylinder.

• 4239
• 1696
• 1130
• 565

Multiple Choice

You have a globe that has a radius of 11 inches. Find the volume of your globe.

• 523 in³

• 16,717 in³

• 5,575 in³

• 7,235 in³

Multiple Choice

What does "B" represent in the Volume formulas?

• Binomial

• Bottom

• AREA of BASE

• Bubbalicious

Multiple Choice

What does the "h" represent in the Volume formulas?

• HEIGHT OR ALTITUDE

• HYPOTENUSE

• SLANT HEIGHT

• RADIUS

Multiple Choice

What is the volume of this square pyramid?

• 112 in³

• 336 in³

• 11.2 in³

• 33.6 in³

Multiple Choice

What is the volume of this composite figure? HINT: The 16ft is the diameter!

• 4825.5 ft³

• 1206.4 ft³

• 402.1 ft³

• 3521.8 ft³

Multiple Choice

What is the volume of this composite figure?

• 126 in³

• 150 in³

• 720 in³

• 144 in³

Multiple Choice

What shape will the horizontal cross-section of a sphere be?

• Dome
• Circle
• Ellipse
• Rectangle

Multiple Choice

What 3-D solid is formed when this rectangle is rotated about the vertical line?

• Right, rectangular prism

• Right, circular cylinder

• Right, oval cylinder

• Right, square prism

Multiple Choice

Which 3-D solid is created when the rectangle is rotated about the horizontal line?

Multiple Choice

Describe the cross section.

• triangle
• rectangle
• trapezoid
• square

Multiple Choice

Identify the solid of revolution generated by revolving the region around the fixed line 𝓁.

• A

• B

• C

• D

Multiple Choice

Find the area of the cross section shown

• $$5\pi$$

• $$25\pi$$

• 5

• $$125\pi$$

Multiple Choice

Frank has a paper clip. It has a mass of 9g and a volume of 3cm³. What is its density?

• 3 g/cm³
• 1/3 g/cm³
• 27 g/cm³
• 39 g/cm³

Multiple Choice

In the picture, the mass of the block is 200 g, the dimensions of the block are 6 cm by 4 cm by 5 cm.  What is its density?

• 1.67g/cm³
• 13.33 g/cm³
• 0.60 g/cm³
•  24000 g/cm³

Multiple Choice

What is the volume of 150 grams of lead if it has a density of 11.3 g/cm³?

• 13.3 g
• 13.3 cm³
• .075 g
• 1695 cm³

Multiple Choice

There are approximately 17,620 people per square mile in New York City. If New York City is 468 square miles, approximately how many people live in New York City?

• 10,000,000

• 8,246,160

• 4,365,111

• 56,778,112

Multiple Choice

A city has a population of 8792 people. The area of the city is approximately 6.5 square miles. Approximately, how many people per square mile live in the city?

• 208

• 1000

• 1353

• 2000

Multiple Choice

As of 2015, the most densely populated state in the US was New Jersey. The 2015 population was 8,957,907 people and the land area was 7,354 square miles. What is the the population density to the nearest tenth?

• 1218.1 people per sq mi

• 1500 people per sq. mi.

• 325 people per sq. mi.

• 8569 people per sq. mi.

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Multiple Choice

What is the measure of ONE interior angle in a regular hexagon (6 sides)?

• 60°
• 80°
• 108°
• 120°

Multiple Choice

What is the measure of ONE interior angle in a regular triangle (3 sides)?

• 15°
• 30°
• 60°
• 90°

Multiple Choice

Find the angle SUM of the interior angles of the polygon.

• 720°

• 900°

• 1080°

• 1260°

Multiple Choice

What is the formula to find the sum of the interior angles of any polygon?

• ^{(n - 2)360}

• 180n

• (n-2)180

• ((n-2)180)/n

• 360/n

Multiple Choice

What is the formula to find one exterior angle in a regular polygon?

• 360/n

• (n-2)180

• it's always 360^o

• 180/n

• ((n-2)180)/n

Multiple Choice

The following polygon is a Regular Pentagon. Find the measure of EACH EXTERIOR angle of the polygon.

• 50°

• 55°

• 72°

• 355°