IM Geo.5.8 Practice: Speaking of Scaling

A baker makes muffins that serve 1 person each. For a party, the baker is asked to make a large muffin in the same shape as the individual muffins that will serve 100 people.
By what scale factor will the muffin need to be dilated?[br]
[size=100]The muffins are contained in decorative paper liners. How many times more paper will be required for the dilated muffin as for the original?[br][/size]
[size=100][size=150]A board game manufacturer wraps its game boxes in plastic. Its most popular game comes in a box that’s 8 cm tall and uses 1408 square centimeters of plastic wrap. The company sells a travel version of the game in a box that's a dilation of the original box. The travel version uses 198 square centimeters of plastic wrap. How tall is the travel version's box?[/size][/size]
[size=150]A cone has surface area [math]360\pi[/math] in² and volume [math]800\pi[/math] in³. The cone is dilated, and the surface area of the dilated cone is [math]2,250\pi[/math] in². What is the dilated cone's volume?[/size]
[size=150]A scale model of an oil tanker truck can hold 1 gallon of oil. If a trucking company wants the full-size truck to hold 8,000 gallons of oil, what scale factor must they apply to the model?[/size]
[size=150]A solid has volume 4 cubic units. The equation [math]k=\sqrt[3]{\frac{V}{4}}[/math] represents the scale factor of [math]k[/math] by which the solid must be dilated to obtain an image with volume [math]V[/math] cubic units. List 2 points which are on the graph representing this equation.[/size]
A cube has edge length 3 inches.
Find the surface area and volume of the cube.[br]
The cube is dilated by a scale factor of 0.5. Find the surface area and volume of the image.[br]
[size=150]A circle with an area of [math]100\pi[/math] square centimeters is dilated so that its image has an area of [math]25\pi[/math] square centimeters. What is the scale factor of the dilation?[/size]
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Information: IM Geo.5.8 Practice: Speaking of Scaling