Solve for x.
2/5 = x/75
x = 30
Angle measurements change with the size of the shape. True or False
False. They always stay the same.
How can you prove these triangles similar?
Set up a proportion.
NO
Find the missing side length.
x = 44
Round to nearest tenth.
5.4 units
Explain how you find area?
Area is multiplying length and width.
Show that these two ratios are in proportion.
(50) / (100)= (1) / (2)
- Cross Multiply. Cross products = 100
- 50 is half of 100
- other
Similar polygons have the same ___ but different ___.
Same Shape & Different Size
Finish corresponding angles by marking the last. Then give corresponding
ie: ABC ~ NMP
TUV ~ JKL
What is a ratio?
A comparison of 2 quantities.
Round to nearest 10th.
6.7m
How does scale factor affect perimeter?
IE: Scale factor:2
(New image) Perimeter: 10
It will double.
Solve for x.
4/13 = 16/x
x = 52
How do you find slope given a graph? (What method do you use?)
Rise over run
Similar triangles lay on the same ________ and have the same ________.
Line
Slope
What is the scale factor?
triangleA ~ triangleB
3/2 (1.5)
A flag pole is X ft tall and cast a shadow 4.8. The mailbox is 3.5 ft tall and cast a shadow of 1.25. How tall is the Flag pole.
13.44ft
What is Perimeter? How do we find it?
Adding up all the sides of a figure.
Are these two ratios in proportion? Prove it.
(13) / (17) = (78) / (102)
Yes
(13)(102) = (17)(78)
1,326 = 1,326
Cross-products are equal.
TWO PART QUESTION:
A scale factor is a ________ between the corresponding parts of similar figures.
Which figure is the numerator when finding the scale factor original or new?
Ratio
NEW
What is the scale factor?
SF: .8
N/O
Find the length of the missing side.
x = 39
16 FT
How does scale factor affect area?
Area: 6
Scale factor: 3
You square the scale factor.
A map of Florida has a scale of 1 inch: 7miles. Janet locates her house on the map, and it's 3.5 inches from the closest Walmart. How many miles is Janet's house from Walmart?
24.5 miles
What is the ratio of similarity?
3/2
Are these triangles similar? If so, explain how you know and complete the similarity statement.
Yes,
Are these triangles similar? Prove it.
No. There is no ratio of similarity.
A build has a height of 65ft and casts a shadow of 20 ft. A statue cast a shadow of 3ft. How tall is the statue?
9.75 ft
See image from Doc. camera.
Tolar will check