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How Fashion Designers Use Math (Math in the Real World) by John C Bertoletti

By John C Bertoletti

You put on outfits each day, yet do you know of ways a lot math is all for developing the clothes you place on? How style Designers Use Math colorfully illustrates how designers use math to degree, create, and convey their fashions.

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Picture Window Books, 2005. Stalder, Erika, and Ariel Kreitzman. Fashion 101: A Crash Course in Clothing. San Francisco: Orange Avenue Publishing, 2008. S. htm Key Internet search terms: fashion, fashion design, sewing 31 Index Buttons 24, 25 Buying of fabric 14–15, 24, 25 Coats 15, 19 Collars 9, 16, 19 Colors 4, 6, 12, 28 Computers 8 Congruent figures 10–11, 12–13 Cost of clothing 4, 5, 27 Creativity 6, 28 Cuffs 19 Displaying designs 21 Drawings 7, 8–9 Dresses 4, 5, 10, 20 Education of designers 28 Fabric 4, 12–13, 14 Fashion shows 20–23 Flip (pattern) 13 Food and drinks 22–23 Fractions 18–19, 28 Hem 17 Jackets 24 Jeans 6, 25 Length calculations 15, 17, 18 Line symmetry 10, 11 Making clothes 4, 5, 24–25, 26–27 Measurements 16–17, 18 Measuring tape 16, 17 Models 20, 21 Patterns 7, 12–13 Popularity of clothes 6, 7 Profit calculation 4, 5 Prototype making 14–15, 18, 19 Qualities of designers 6, 28 Role of designers 4 Runway (fashion show) 20, 21 Selling of clothing 4–5, 20 Sewing of clothing 5, 27 Shapes, use of 8–9, 10, 11 Shirts 7, 9, 10, 16, 17 Shoppers 4, 6 Sketches and sketching 8–9, 12 Skills of designers 28 Skirts 11, 16, 18 Slide (pattern) 13 Store owners 24, 26 Tailors 26–27 Tessellations 12–13 Thread 5, 24, 25 Types of fabric 12, 24, 25 Waistband 17 About the Author 32 John C.

So she should buy Sweetest juice, since a case has 320 ounces (5 bottles x 64 ounces per bottle = 320 ounces). The other cases will not provide enough (Ben’s Juice: 8 bottles x 32 ounces per bottle = 256 ounces, which is less than 320; Tasty Time: 6 bottles x 48 ounces per bottle = 288 ounces, which is also less than 320). Pages 10–11: Symmetry, Congruence, and Beauty: Triangle B has line symmetry. Triangle A does not. Pages 12–13: Choosing the Fabric: Answers will vary. One example is: Pages 24–25: Making the Clothes: The designer must buy 1,500 yards of fabric (3 x 500 = 1,500), 2,000 buttons (4 x 500 = 2,000), 500 zippers (1 x 500 = 500), and 1,000 spools of thread (2 x 500 = 1,000).

She needs 80 square feet of fabric. If she bought 6 yards, she would not have enough, since 12 x 6 = 72 square feet. But 12 x 7 = 84 square feet, which will give her enough, with 4 square feet left over. 29 Glossary congruent figures––Figures that have the exact same shape and size. perpendicular lines—Lines that cross each other to form 90˚ angles. fabric––The cloth from which clothes are made. fashion designers—People who design and create clothing. fashion show––A show where new clothing designs are displayed.

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