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area and formulas
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1. Chapter 1
- Circle Area (By Peeling!)
- Surface Area: Intuitive Introduction
- Maximizing Trapezoid Area
- Maximizing Area
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2. formulas
- area of a triangle (sas)
- area of a rectangle
- area of a rectangle-1
- area of a parallelogram
- area of a triangle
- area of a triangle-2
- area of an equilateral triangle
- area of a trapezoid
- area of a kite
- find the area
- regular polygons
- Brahmagupta's formula
- area of a circle
- measurements in a circle
- find the area-1
- Area of Circles (3)
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area and formulas
alexa, Jan 13, 2020

welcome to a place where you can know what to do when to do this is a notebook that will help you remember what you need to do/ You can pesonalize the cover. this is your notebook for thinge you need to remember!!
Table of Contents
- Chapter 1
- Circle Area (By Peeling!)
- Surface Area: Intuitive Introduction
- Maximizing Trapezoid Area
- Maximizing Area
- formulas
- area of a triangle (sas)
- area of a rectangle
- area of a rectangle-1
- area of a parallelogram
- area of a triangle
- area of a triangle-2
- area of an equilateral triangle
- area of a trapezoid
- area of a kite
- find the area
- regular polygons
- Brahmagupta's formula
- area of a circle
- measurements in a circle
- find the area-1
- Area of Circles (3)
Circle Area (By Peeling!)


Questions for Extension and Application:
1) Was the "triangle" formed truly a triangle? Explain why or why not.
2) What would we need to do to the number of "peels" in order to make the so-called "triangle" formed look
more smooth (like a true triangle) vs. a "choppy" triangle?
3) Suppose an above-the-ground circular swimming pool has a radius of 12 feet. What is the area of the exposed surface of the water it contains?
4) Suppose a circular track (that surrounds grass) has a circumference of 500 feet. If 3 bags of grass seed are needed to be spread out across every 100 square feet of grass in the circular region inside this track, determine how many entire bags of grass seed will be needed to cover the entire area of the circular region surrounded by this track.
5) Suppose a 12-inch pizza (pizza with diameter = 12 inches) costs $12.00. Suppose a 24-inch pizza costs $24.00. Which pizza is the better buy? Explain why this pizza is the better buy. (Assume both pizzas have the same thickness.)
formulas
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1. area of a triangle (sas)
-
2. area of a rectangle
-
3. area of a rectangle-1
-
4. area of a parallelogram
-
5. area of a triangle
-
6. area of a triangle-2
-
7. area of an equilateral triangle
-
8. area of a trapezoid
-
9. area of a kite
-
10. find the area
-
11. regular polygons
-
12. Brahmagupta's formula
-
13. area of a circle
-
14. measurements in a circle
-
15. find the area-1
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16. Area of Circles (3)
area of a triangle (sas)
area of a triangle (sas)


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