Use graph paper to complete the steps below. Then answer the question follows. - Draw a square that measures 5 units on each side. - Draw a design inside your \( 5 \times 5 \) square. - Then draw a square that measures 15 units on each side. Enlarge your picture as accurately as possible so that it fits inside of \( 15 \times 15 \) square.
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The Deep Dive
When you’re drawing your designs on graph paper, think about how many times larger the new square is compared to the first one. Since you’re enlarging from \( 5 \) units to \( 15 \) units, you’re scaling up by a factor of \( 3 \). This means that every dimension of your design inside the \( 5 \times 5 \) square will similarly triple in size! For example, if you have a star with points that are \( 1 \) unit long in the smaller square, they will become \( 3 \) units long in the larger square. Make sure to keep an eye on the proportions when you’re enlarging your design! A common mistake is to accidentally distort the shape by changing the proportions unevenly. If you have a circle in your \( 5 \times 5 \) square, ensure it remains circular when you draw it larger; otherwise, you might end up with an oval! Measuring carefully and transferring your shapes 3 times their original dimensions will help maintain accuracy.
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