## Which is Larger?

Consider the assumptions we make when we compare fractions.

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Consider the assumptions we make when we compare fractions.

Determine the relationship between fractions and ratios.

Determine whether ratios and fractions are rational or irrational.

Where is it okay to use a zero in ratios and fractions?

Consider a ratio formed by measurements in a circle.

Look for differences between ratios and fractions.

Explain a general rule for determining the sine, cosine, and tangent of an angle in a right triangle.

Use the Fibonacci’s sequence to examine ratios.

Consider how the number of football players can be represented as fractions and ratios.

Ant Z wants to go from the point (-1,1) to the point (2,4) by staying on the curve y = x2. How long is the distance Ant Z travels on this portion of the curve?

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- 3D Objects Additional
- 3D Objects Recommended
- Circles Additional
- Circles Recommended
- Fractions & Decimals Additional
- Fractions & Decimals Recommended
- Functions & Equations Additional
- Functions & Equations Recommended
- Graphing Additional
- Graphing Recommended
- Integer Additional
- Integer Recommended
- Other Polygons Additional
- Other Polygons Recommended
- Patterns Additional
- Patterns Recommended
- Probability Additional
- Probability Recommended
- Quadrilaterals Additional
- Quadrilaterals Recommended
- Ratio, Proportion, & Percent Additional
- Ratio, Proportion, & Percent Recommended
- Statistics Additional
- Statistics Recommended
- Triangles Additional
- Triangles Recommended