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Drawing Tangent “Arc” By Cesar Mendoza

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**Count the number of ARCS**

Tutorial – Tangent Arc Count the number of ARCS

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**Count the number of ARCS**

Tutorial – Tangent Arc R20 Arc “A” Raduis20 R30 R15 R50 50 Count the number of ARCS

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**Count the number of ARCS**

Tutorial – Tangent Arc Arc “B” Radsui15 R20 R30 R15 R50 50 Count the number of ARCS

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**Count the number of ARCS**

Tutorial – Tangent Arc R20 R30 R15 Arc “C” Radius 50 R50 50 Count the number of ARCS

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**Count the number of ARCS**

Tutorial – Tangent Arc Arc “D” Radius 30 R20 R30 R15 R50 50 Count the number of ARCS

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Draw the center line 50 Start by making the center line of Arc “A” and Arc “B” with the given distance 50

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Draw Arc “A” 50 R20 B A Radius 20

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Draw Arc “B” 50 R15 R20 B A Radius 15

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**First is to find the center of Arc “C”**

Draw Arc “C” Center of Arc “C” with Radius 50 Radius 50 R15 R20 Arc “C” B A First is to find the center of Arc “C”

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**Draw Arc “C” First is to find the center of this Arc “C”**

Center of Arc “C” with Radius 50 Radius 50 R15 R20 Arc “C” B A First is to find the center of this Arc “C” Calculate the center “X” Arc “XA = Radius X – Radius A = 50 – 20 = 30 Arc “XB” = Radius X – Radius B = 50 – 15 = 35

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**Draw Arc “XA” First is to find the center of this radius**

Center of Arc “C” with Radius 50 Radius 50 R30 R15 R20 Arc “C” B A First is to find the center of this radius Calculate the center “X” Arc “XA = Radius X – Radius A = 50 – 20 = 30 Arc “XB” = Radius X – Radius B = 50 – 15 = 35

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**Draw Arc “XB” First is to find the center of this radius**

Center of Arc “C” with Radius 50 Radius 50 R35 R30 R15 R20 Arc “C” B A First is to find the center of this radius Calculate the center “X” Arc “XA = Radius X – Radius A = 50 – 20 = 30 Arc “XB” = Radius X – Radius B = 50 – 15 = 35

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Draw Arc “C” Center of Arc “C” with Radius 50 Radius 50 R35 R30 R15 R20 Arc “C” B A R50 From the intersection of Arc XA and Arc XB you now draw Arc “C”

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Draw Arc “C” Center of Arc “C” with Radius 50 Radius 50 Center of Arc “C” with Radius 50 R15 R20 Arc “C” B A R50 Arc “C” From the intersection of Arc XA and Arc XB you now draw Arc “C”

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Draw Arc “D” Arc “D” Center of Arc “D” with Radius 30 Radius 30 R15 R20 B A R50 Locate the center of Arc “D” by Calculating Radius YA and YB

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**Draw Arc “D” Arc “D” Center of Arc “D” with Radius 30 Radius 30 R15**

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**Draw Arc “YA” First is to find the center of this radius**

Arc “D” Center of Arc “D” with Radius 30 R50 Radius 30 R15 R20 B A R50 First is to find the center of this radius Calculate the center “Y” Arc “YA = Radius Y + Radius A = = 50 Arc “YB” = Radius Y + Radius B = = 45

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**Draw Arc “YB” First is to find the center of this radius**

Arc “D” Center of Arc “D” with Radius 30 R45 R50 Radius 30 R15 R20 B A R50 First is to find the center of this radius Calculate the center “Y” Arc “YA = Radius Y + Radius A = = 50 Arc “YB” = Radius Y + Radius B = = 45

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Draw Arc “YB” Arc “D” Center of Arc “D” with Radius 30 R45 R50 Radius 30 R15 R20 R30 B A R50 From the intersection of Arc YA and Arc YB you now draw Arc “D”

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Draw Arc “YB” Arc “D” Center of Arc “D” with Radius 30 Arc “D” Center of Arc “D” with Radius 30 Radius 30 R15 R20 R30 B A Radius 30 R50 From the intersection of Arc YA and Arc YB you now draw Arc “D”

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**Make the final line heavy**

R15 R20 R30 B A R50

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**That is quite a Challenge Do it again as a practice.**

Finish…Great Job That is quite a Challenge Do it again as a practice.

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Equations of Circles. You can write an equation of a circle in a coordinate plane, if you know: Its radius The coordinates of its center.

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