
Circumference and Area of a Circle
Presentation
β’
Mathematics
β’
6th - 7th Grade
β’
Medium
+1
Standards-aligned
Nicole Gubbins
Used 67+ times
FREE Resource
17 Slides β’ 6 Questions
1
βNot my favorite, but still delicious.
ββCherry Pie
β
βLove some apple pie!
ββApple Pie
β
2
Add answer here
Add answer here
Add answer here
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Can you name four foods that are
circular in shape?
CHALLENGE QUESTION
3
Pizza
Donuts
Cookies
Orange
Can you name four foods that are
circular in shape?
CHALLENGE QUESTION - SAMPLE ANSWERS
4
Some real-world examples where
understanding circles and these
terms is essential include:
designing a circular garden,
calculating the size of a circular
pizza, or measuring the distance
around a basketball.
REAL WORLD EXAMPLES
5
Resist the urge for eating pie because today's lesson focuses on this exact topic. Once we learn those topics, we will end with pie.
βSome text here about the topic of discussion.
βPi is the Best
β
6
7
Radius-the distance from the center of the circle to the outside edge.
Diameter-the distance across the circle from one edge to the other.β
βSome text here about the topic of discussion.
βVocab. Review
β
8
The diameter is the distance across
the circle passing through its center,
connecting two points on the
opposite sides.
The measurement can be any unit of
length such as centimeters, inches,
or feet.
DIAMETER OF A CIRCLE
d
9
The radius is the distance from the
center of the circle to any point on
its boundary.
The measurement can be any unit
of length such as centimeters,
inches, or feet.
RADIUS OF A CIRCLE
r
r
10
Pi (π) is a mathematical constant that
represents the ratio of a circle's
circumference to its diameter.
The approximate value of Pi (π) = 3.14
It's an irrational number with infinite
decimal places
Fun Fact: March 14 ( 3/14) is known as
international Pi (π) day
THE MATH SYMBOL PI (π)
11
The diameter of a circle is two times
the radius
The letter symbol for diameter is d
The letter symbol for radius is r
The mathematical expression for the
relationship between radius and
diameter is [d = 2 x r]
RADIUS AND DIAMETER
r
d
12
Imagine you have a pizza with a
diameter of 14 inches. Fnd both the
circumference and the area of the
pizza.
CHALLENGE QUESTION
SAMPLE
PAGE
13
Given:
diameter = 14 inches
π β 3.14
Solution:
If d = 14 inches then r = d Γ· 2 = 14 Γ· 2 = 7 inches
Then
C = π x d = 14 x 3.14 = 43.96 inches
A = π x rΒ² = 3.14 x 7 x 7 = 153.86 inchesΒ²
CHALLENGE ANSWER
SAMPLE
PAGE
14
ββCircumference
β
ββArea of a Circle
β
βThe circumference is the distance around a circle. Similar to finding the perimeter of a square of the rectangle.
The formula for circumference is C=ΟD or C=Ο2r
β
βThe area of a circle is the region inside the edge of a circle in a 2D plane. This is just like finding the area of a square of rectangle with just a different formula.
The formula for finding the area of a circle is A=ΟrΒ²β
15
Multiple Choice
The perimeter of a circle
diameter
radius
circumference
perimeter
16
Multiple Choice
The distance from one point on a circle through the center to another point on the circle.
radius
circumference
diameter
17
Multiple Choice
the distance from the outside of a circle to the center, the radius is half the length of at the diameter.
diameter of a circle
pi
radius of a circle
cross section
18
Multiple Choice
the distance across the circle through the center, the diameter is twice the length of the radius.
diameter of a circle
radius of a circle
pi
angle
19
Multiple Choice
the distance around a circle. Can be found by using the formula C= Οd or C=2 Οr
volume
cross section
circumference
pi
20
Multiple Choice
the ratio of a circle's circumference to its diameter, Ο is the symbol used of pi, and 3.14 is the approximation used for it
cross section
composite figure
perimeter
pi
21
Now back to pie..
22
ββCherry Pie=Circumference
β
βApple Pie=Area
β
βCherry pies Delicious!!
βC=ΟD
βApple pies are too!
A=ΟβrΒ²
23
βThat is a wrap on your lesson on Pi
β
βNot my favorite, but still delicious.
ββCherry Pie
β
βLove some apple pie!
ββApple Pie
β
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