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1. Draw a circle with center point C. 2. Draw point Bon the circle and draw the radius CB 3. To the left of your circle horizontally aligned with point C, draw a point A that will be the starting point of the dilation. 4. Draw a ray from point A through and beyond point B. 5. Draw a ray from point A through and beyond point C. 6. Measure the distance of AC. 7. Draw segment ADng ray ACh AD= 3AC (point Dwill be the center of the new dilated circle). 8. Measure the distance of AB. 9. Draw segment Aáng ray AuRh AE= 3AB(point Ewill be a point on the new dilated circle). 10. Draw the new dilated circle (center point Dand radius Dihat has a scale factor of 3.

1. Draw a circle with center point C. 2. Draw point Bon the circle and draw the radius CB 3. To the left of your circle horizontally aligned with point C, draw a point A that will be the starting point of the dilation. 4. Draw a ray from point A through and beyond point B. 5. Draw a ray from point A through and beyond point C. 6. Measure the distance of AC. 7. Draw segment ADng ray ACh AD= 3AC (point Dwill be the center of the new dilated circle). 8. Measure the distance of AB. 9. Draw segment Aáng ray AuRh AE= 3AB(point Ewill be a point on the new dilated circle). 10. Draw the new dilated circle (center point Dand radius Dihat has a scale factor of 3.

Mathematics For Machine Technology
Mathematics For Machine Technology
8th Edition
ISBN:9781337798310
Author:Peterson, John.
Publisher:Peterson, John.
Chapter3: Subtraction Of Common Fractions And Mixed Numbers
Section: Chapter Questions
Problem 14A: Three holes are bored in a checking gage. The lower left edge of the gage is the reference point for...
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Draw a Dilated Circle with a Scale Factor of 3 Estimated time for completion: 10 – 15 minutes If you have computer access to other websites, you can use a geometry construction tool. If you do not have computer access, use a compass and a straightedge. 1. Draw a circle with center point C. 2. Draw point Bon the circle and draw the radius CB 3. To the left of your circle horizontally aligned with point C, draw a point A that will be the starting point of the dilation. 4. Draw a ray from point A through and beyond point B. 5. Draw a ray from point A through and beyond point C. 6. Measure the distance of AC. 7. Draw segment ADng ray A€h AD=3AC (point Dwill be the center of the new dilated circle). 8. Measure the distance of AB. 9. Draw segment Ang ray Ath AE= 3AB (point Ewill be a point on the new dilated circle). 10. Draw the new dilated circle (center point Dand radius Dibat has a scale factor of 3. ©1001holiday/Shutterstock SAVE AND CLOSE 80 888 DII F3 F4 F5 F7 FB
Transcribed Image Text:Draw a Dilated Circle with a Scale Factor of 3 Estimated time for completion: 10 – 15 minutes If you have computer access to other websites, you can use a geometry construction tool. If you do not have computer access, use a compass and a straightedge. 1. Draw a circle with center point C. 2. Draw point Bon the circle and draw the radius CB 3. To the left of your circle horizontally aligned with point C, draw a point A that will be the starting point of the dilation. 4. Draw a ray from point A through and beyond point B. 5. Draw a ray from point A through and beyond point C. 6. Measure the distance of AC. 7. Draw segment ADng ray A€h AD=3AC (point Dwill be the center of the new dilated circle). 8. Measure the distance of AB. 9. Draw segment Ang ray Ath AE= 3AB (point Ewill be a point on the new dilated circle). 10. Draw the new dilated circle (center point Dand radius Dibat has a scale factor of 3. ©1001holiday/Shutterstock SAVE AND CLOSE 80 888 DII F3 F4 F5 F7 FB
Student Name: Date: rayna ralston Class: geometry_ Draw a Dilated Circle: Create a Circle Drawing: Prove all Circles are Similar: Record your answers. 1) What are the scale factors for your constructed dilations? 2) Do your dilations prove all circles similar? Why or why not? Extension Activity: Answer the following questions. 1) Satellite # 1 scale factor = 51.1725 Satellite # 1 orbit altitude = km (round to the nearest whole km) 2) Satellite # 2 scale factor = 55.8761 Satellite #2 orbit altitude = km (round to the nearest whole km) 3) Satellite # 3 scale factor = 63.7156 Satellite # 3 orbit altitude = km (round to the nearest whole km)
Transcribed Image Text:Student Name: Date: rayna ralston Class: geometry_ Draw a Dilated Circle: Create a Circle Drawing: Prove all Circles are Similar: Record your answers. 1) What are the scale factors for your constructed dilations? 2) Do your dilations prove all circles similar? Why or why not? Extension Activity: Answer the following questions. 1) Satellite # 1 scale factor = 51.1725 Satellite # 1 orbit altitude = km (round to the nearest whole km) 2) Satellite # 2 scale factor = 55.8761 Satellite #2 orbit altitude = km (round to the nearest whole km) 3) Satellite # 3 scale factor = 63.7156 Satellite # 3 orbit altitude = km (round to the nearest whole km)
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