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The improvement of a few of the innovations utilized in special effects depends upon quite a lot of mathematical equipment for curve and floor becoming. because entry to pcs calls for little or no education in arithmetic, a lot of those tools will not be simply understood by way of the good number of those who find themselves now in a position to use strong computing apparatus.

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Begin your base line at the beginning of a square on the graph paper, and end your line at the end of a square. Make sure the top of the triangle comes in contact with a line on the graph paper. Color the triangle with a red pencil. 35 2. Draw a rectangle around the triangle. Use the bottom of the triangle as the bottom of the rectangle. The opposite side of the rectangle should be drawn so that it touches the highest point of the triangle. 3. Try counting the number of squares in the triangle.

57 18 Quadrilateral Angles Quadrilaterals all have four sides, but is there any other way in which they are all alike? Discover the answer by doing this activity. Procedure 1. Use a protractor to measure each of the four angles in each of these quadrilaterals. Enter the results in a chart like the one on page 59. 58 M AT E R I A L S protractor pencil paper ruler Angle 1 Angle 2 Angle 3 Angle 4 Angle 1 + Angle 2 + Angle 3 + Angle 4 + Square Rectangle Parallelogram Rhombus Kite Trapezoid 2. Add all four angles of each quadrilateral and write the answer in the last column of your chart.

Write the word trapezoid at the top of another index card in the same color and draw a trapezoid below it. 6. Write the word kite at the top of another index card in the same color and draw a kite below it. 7. Write one of the following definitions on each of the second color of index cards: a four-sided figure with two pairs of parallel sides a parallelogram with a right angle a parallelogram whose sides are all equal a rhombus with a right angle a quadrilateral with two pairs of equal and adjacent sides a quadrilateral with only two parallel sides Game Rules 1.

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