Over Lesson 6–6 A.A B.B C.C D.D 5-Minute Check 1 On a floor plan for a new house, the scale is Find the actual length of the master bedroom which is 5.

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Presentation transcript:

Over Lesson 6–6 A.A B.B C.C D.D 5-Minute Check 1 On a floor plan for a new house, the scale is Find the actual length of the master bedroom which is 5 inches on the floor plan. On a map, the distance between two cities is 4.5 inches. The actual distance is 270 miles. What is the scale of the map?

Splash Screen

Then/Now You have already used scales and scale factors to make scale drawings of objects. (Lesson 6–6) Find missing measures of similar figures. Use scale factors to solve problems.

Vocabulary similar figures corresponding parts congruent Figures that have the same shape, but not necessarily the same size (use the symbol ~) Parts of congruent or similar figures that match Line segments that have the same length, or angles that have the same measure, or figures that have the same size and shape (use the symbol )

Concept

Since figure MNOP ~ figure ABCD, the corresponding angles are congruent and the corresponding sides are proportional. Example 1 A Find Measures of Similar Figures A. The figures are similar. Find the missing measure.

Example 1 A Find Measures of Similar Figures Answer: The value of x is Write a proportion. Replace MP with 3, AD with 12, PO with x, and DC with 33. Find the cross products. Multiply. Divide each side by 12.

Example 1 A Find Measures of Similar Figures Answer: 12 B. The figures are similar. Find the missing measure. Sides measuring 10 and 5 are corresponding and sides measuring 24 and x are corresponding. Write a proportion. 10x= 5 ● 24Find the cross products. 10x= 120Simplify. x= 12Divide each side by 10.

A.A B.B C.C D.D Example 1CYP A A.1.5 m B.6 m C.10 m D.16.7 m A. The figures are similar. Find the missing measure.

A.A B.B C.C D.D Example 1 B CYP A.4.5 B.8 C.10 D.18 B. The figures are similar. Find the missing value of x.

Example 2 Find Measures of Similar Figures NESTED BOXES Nested boxes are a series of boxes that fit inside each other. The faces of the boxes are similar rectangles. A face on a larger box has a length of 24 centimeters and a width of 13.5 centimeters. If the width of a face on a smaller box is 9 centimeters, what is the length of the smaller box? 13.5x= 24 ● 9Find the cross products. 13.5x= 216Simplify. x= 16Divide each side by Write a proportion.

Example 2 Find Measures of Similar Figures Answer: The length of the smaller box is 16 centimeters.

A.A B.B C.C D.D Example 2 MAPS In the figure, ΔMNO is similar to ΔQPO. Find the distance across the park. A.1.9 mi B.3.1 mi C.4.8 mi D.5.0 mi

End of the Lesson