Review your knowledge of stretching and shrinking through this quiz. Secondary students need more opportunities to practice calculating in order to enhance their math skills. 

The scale drawing of the truck is 13 inches long. What is the actual length of the truck?

To the nearest​&nbsp;millimeter, a cell phone is 86&nbsp;mm long and 42&nbsp;mm wide. What is the ratio of the width to the​&nbsp;length?

The triangles are similar. &nbsp;What is the measure of side "a"

The triangles are similar. &nbsp;What is the length of side "b"?

The scale of a map is 1cm&nbsp;equals=70 km. What is the actual distance between two towns that are 3 cm&nbsp;apart on the​&nbsp;map?  

A 15​-foot wall measures 3.125&nbsp;inches on a scale drawing. In the​&nbsp;drawing, a second wall is 10inches long. Estimate the actual length of the second wall.

The scale drawing is of a backyard tennis court. The scale is 1 cm&nbsp;equals=&nbsp;2&nbsp;m. What is the actual area of the tennis​&nbsp;court?

How many square feet of flooring is needed to cover the entire living roomliving&nbsp;room ​floor?

The pair of figures to the right are similar. What is the ratio of the perimeters?

The pair of figures to the right are similar. What is ratio of the​&nbsp;areas?

The diagram above shows two similar polygons. Write a rule for finding the coordinates of a point on figure B from the corresponding point on figure A.

The rule used is ​(x,y)→​(1.5​x,1.5​y) to the vertices of a polygon to get a new polygon.

The rule used is ​(x,y)→​(2.5​x,&nbsp;1.5​y) to the vertices of a polygon to get a new polygon.

The rule used is ​(x,y)→​(1.5​x,&nbsp;2.5​y) to the vertices of a polygon to get a new polygon.

The rule used is ​(x,y)→​(2.5​x,&nbsp;2.5​y) to the vertices of a polygon to get a new polygon.

The triangles are similar. &nbsp;Find the value of each variable.

The figures shown are similar. &nbsp;Find the length of side "y"

Use similar triangles and a proportion to find the length of the lake shown here.

A triangle is formed by the​&nbsp;building's height and shadow. Another triangle is formed by the​&nbsp;flagpole's height and shadow. Using the following​&nbsp;diagram, find the height of the building.

The scale drawing of the truck is 13 inches long. What is the actual length of the truck: 1 ft. To the nearest​&nbsp;millimeter, a cell phone is 86&nbsp;mm long and 42&nbsp;mm wide. What is the ratio of the width to the​&nbsp;length: . The triangles are similar. &nbsp;What is the measure of side "a": 24. The triangles are similar. &nbsp;What is the length of side "b": 32. How many square feet of flooring is needed to cover the entire living roomliving&nbsp;room ​floor: 72 ft2. The pair of figures to the right are similar. What is the ratio of the perimeters: . The pair of figures to the right are similar. What is ratio of the​&nbsp;areas: . The diagram above shows two similar polygons. Write a rule for finding the coordinates of a point on figure B from the corresponding point on figure A: . The triangles are similar. &nbsp;Find the value of each variable: . The figures shown are similar. &nbsp;Find the length of side "y": 36. Use similar triangles and a proportion to find the length of the lake shown here: 106 m. A triangle is formed by the​&nbsp;building's height and shadow. Another triangle is formed by the​&nbsp;flagpole's height and shadow. Using the following​&nbsp;diagram, find the height of the building: 280 ft. What is the length of side AC: 35 in.. What is the length of side RQ: 44 in.. What is the height of the tree: 60 ft.. What is the area of the smaller figure: 6 yd2

Stretching and Shrinking Review

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