March 7, 2017

At the Pet Shop by Cathy Beylon

By Cathy Beylon

Визит в зоомагазинкнижка-раскраска. 30 полных страниц черно-белых иллюстраций.Youngsters stopover at a pleasant local puppy store during this vibrantly rendered coloring publication. Theyll take pleasure in including daring colours to photographs of a boy getting pet food for his puppy, a bit woman assembly a brand new kitten, in addition to scenes with hermit crabs, turtles, and different favourite animals. 30 full-page black-and-white illustrations.

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OR I G A M I – the Japanese V E R S I O N – a different form art of paper folding. or type from the original. OUT WA R D – away from the center. INSERT – discouraged P R EF I X – a letter or group or upset because something of letters at the beginning isn’t working or going well. of a word that affects the meaning of the word. com. Web sites about creative ways for kids to experience math and science are featured on our Book Links page. These links are routinely monitored and updated to provide the most current information available.

FAC E – a polygon that forms one of the flat surfaces of a 3-D shape. R OTATE – to turn on or around on a center. a shape with four straight, equal sides and four equal angles. S Q UA R E – the measurement of extension in one direction. Length, width, and height are all dimensions. DIMEN SION – EQ U ILATERA L TRI A N G L E – a triangle with sides that are all the same length. having six sides and angles. HEXAG ON A L – a polygon with TR I A N G L E – a shape with eight sides and eight angles. three straight sides.

7 8 Add the fourth, fifth, and sixth pieces the same way. You should have two pieces left. 9 Put the pocket of the seventh piece around the point of the first piece. Put the pocket of the eighth piece around the point of the seventh piece. The eighth piece’s point should be in the sixth piece’s pocket. Fold all the tips down. 9 10 Pull and push the sides to change the shape. 29 MATH TERMS 3-D – having length, width, and height and taking up space. FAC E – a polygon that forms one of the flat surfaces of a 3-D shape.

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