Logo--Mr. Mancini is making some changes to Prizer's design. The original logo is 10 inches by 8 inches.

He wants to make a large banner for fans to hold during basketball games using a scale factor of 8.5.

What will the new dimensions be?

**When you draw the new scale drawing, you can just use a rectangle for the basic shape. You do not have to draw the actual image**

"The new dimensions of the large banner are... _______ by ________ "

CFS:

#1: Accurately compute scale dimensions using scale factor

#2: Accurately create and label scale drawing

Portrait--Mr. Kovalik recently had a large family portrait taken that measures 48 inches by 60 inches.

The photographer sent Mr. Kovalik a digital file that had a scale factor of \frac{1}{4} compared to the original size. What were the dimensions of the digital file?

"The dimensions of the digital file are... _______ by ________ "

CFS:

#1: Accurately compute scale dimensions using scale factor

#2: Accurately label scale drawing

Beans--Ms. Bizzell likes a candy called Boston Baked Beans. She wants to take a picture from the company's website and use a scale factor of \frac{2}{3} to put a scale drawing in her classwork.

What will the new dimensions be?

CFS:

#1: Accurately compute scale dimensions using scale factor

#2: Accurately label scale drawing

Sports—Ms. Portilla wants to create a new sport called EXTREME Tetherball that uses huge tetherballs. Regular tetherballs are 24 centimeters wide. If Ms. Portilla uses a scale factor of 2\frac{1}{2} in her design, what is the new width (also called diameter) of the tetherballs?

Windows—Ms. Zangrilli is building a dollhouse for her daughter that is a scale model of their house. Their house has a circular window with a diameter of 5 feet. If the scale factor for the model house is \frac{1}{30}, create and label a scale drawing of the window using inches.

Pool—A small rectangular pool in your friend’s yard is 15 feet by 40 feet. You want to create a scale drawing in which the scale factor is \frac{3}{4} the size on the scale drawing.

Create and label the scale drawing. What are the new dimensions?

"The new dimensions are... __________ by __________"

CFS:

#1: Accurately compute scale dimensions using scale factor

#2: Accurately label scale drawing