Area and Perimeter

Presentation

•

Mathematics

•

6th - 10th Grade

•

Medium

Denzel A

Used 15+ times

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2 Slides • 10 Questions

Area and Perimeter

Circles, Sectors, and Segments

Circles

Area and Circumference

Open Ended

$A=\pi r^2$ can be used to find the area of which plane figure?

Type response here

Multiple Select

Which of the following is true about $\pi$

SELECT ALL THAT APPLY

it is an irrational number

it is equal to 22/7

it is equal to 3.14

it is a non-recurring decimal with never-ending digits

Fill in the Blanks

What is the value of $\pi$ to 3 significant figures?

Type answer...

Multiple Choice

What is the area of the minor sector where the radius is 4cm and the sector angle is 88 degrees?

3.07cm²

6.14cm²

12.3cm²

24.6cm²

Multiple Choice

Which of the following terms best describes the area in the diagram that is shaded BLUE?

minor sector

major arc

major sector

major segment

Fill in the Blanks

What is the area of the triangle in the image in $cm^2$ ? [insert the number only]

Type answer...

Multiple Choice

What is the area of the segment if the radius is 6 units?

7.7

10.3

77.1

95.1

Multiple Choice

What is the perimeter of the image given that the sector angle is 60 degrees and the radius is 4cm?

4.2cm²

8.2cm²

12.2cm²

64cm²

Multiple Choice

All of the following formulas can be used to find the length of an arc EXCEPT:

$l=\frac{\theta}{360}2\pi r$

$l=\frac{\theta}{360}\pi d$

$l=\frac{\theta}{360}C$

$l=\frac{\theta}{360}\pi r^2$

Multiple Choice

All of the following are true about the parts of the circle EXCEPT:

The radius is twice the length of the diameter

The area of the segment + area of triangle = area of sector

Two radii of the same circle will be equal in length

An arc is a fraction of the circumference and a sector is a fraction of the area.

Area and Perimeter

Circles, Sectors, and Segments

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