These are the resources that support this South Carolina Standard.
G.GGPE.6 - Given two points, find the point on the line segment between the two points that divides the segment into a given ratio.
Displaying 1 - 6 of 6 resources:
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Instructional Resource--Fibonacci Sequence, Lesson 1 |
Instructional Resource | Fibonacci Sequence, Lesson 1
The year 2023 is the Year of the Rabbit in the Chinese Zodiac. Media4Math would also like to make this the Year of Fibonacci. |
Sequences |
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Instructional Resource--Fibonacci Sequence, Lesson 2 |
Instructional Resource | Fibonacci Sequence, Lesson 2
This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the sequence as an example of a recursive function. |
Sequences |
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Instructional Resource--Fibonacci Sequence, Lesson 3 |
Instructional Resource | Fibonacci Sequence, Lesson 3
This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the sequence as a logarithmic spiral. |
Exploring Coordinate Systems and Applications of Exponential and Logarithmic Functions |
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Instructional Resource--Fibonacci Sequence, Lesson 4 |
Instructional Resource | Fibonacci Sequence, Lesson 4
This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the Golden Ratio phi. |
Sequences, Ratios and Rates and Proportions |
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Instructional Resource--Fibonacci Sequence, Lesson 5 |
Instructional Resource | Fibonacci Sequence, Lesson 5
This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at the Golden Ratio phi. |
Sequences, Ratios and Rates and Proportions |
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Instructional Resource--Fibonacci Sequence, Lesson 6 |
Instructional Resource | Fibonacci Sequence, Lesson 6
This is a continuation of our exploration of the Fibonacci Sequence. In this lesson we look at geometric constructions that reflect the golden ratio. |
Sequences, Geometric Constructions with Triangles and Applications of Quadrilaterals |
