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[/img]
[size=150]Select [b]all [/b]the representations that are appropriate for comparing bite strength to weight for different carnivores.[/size]
[size=150]When is it better to use a table? [/size]
[size=150]When is it better to use a scatter plot?[/size]
[size=150]There are many cylinders with radius 6 meters. Let [math]h[/math] represent the height in meters and [math]V[/math] represent the volume in cubic meters.[/size][br][br]Write an equation that represents the volume [math]V[/math] as a function of the height [math]h[/math].
If you double the height of a cylinder, what happens to the volume? Explain this using the equation.
If you multiply the height of a cylinder by [math]\frac{1}{3}[/math], what happens to the volume? Explain this using the graph you created above.