How to Paint a Line Tangent to the Circle

How to Paint a Tangent to the Circle - In the previous article The Basic Mathematical Formula explains to you the matter Equation of the Tie on the Circle . For the discussion this time will be studied is about how the steps you should do to paint the circle tangent. To paint it, you will need a run and a ruler. But first you have to look at the following description:

Circle Tie Circle Through a Point on the Circle

Now, try to observe and note the following picture :

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In the figure, point O is the center of the circle and T is the point of the circle To paint the tangent of a circle passing through the point T, do the following steps:

First:
Hubungka N point O and point T then extend the segment of the OT line.

Second:
Make a circular arc with center T that cuts the line at points A and B.

Third:
]
Draw a circular arc that equals center A and B. Both arcs will intersect at C and D.
[1945909]
Fourth:
Connect the lines C and D. The CD line is the tangent of the circle at point T as can you guys See in figure (b) above.

[1945909] Painting Circles Tangent Circle Through a Spot Outside the Circle
Notice the image below :

How to Paint a Line Tangent to a Circle "border =" 0 "src =" http://1.bp.blogspot.com/- XBk-5noqt44 / VeYZGxLXstI / AAAAAAAAIgI / HO8w1mjFYRM / s1600 / Screenshot_4.jpg "title =" How to Paint the Tangent Lines on the Circle "/> </div> </div> <div class= The image is a circle that has a diameter AB and Point C in the circle Try connecting points A, B, and C to form an ABC triangle Now look at the image below:

The point in the image above is the center of the circle, whereas T is the outer point of the circle. Suppose we want to paint The tangent of the circle passing through the point T, then the steps are:
How to Paint Tissue Line on the Circle "border =" 0 "height =" 320 "src =" http: // 3.bp.blogspot.com/-MtpHhlYCf9k/VeYZG4-RSwI/AAAAAAAAIgE/aNrDfwimqug/s320/Screenshot_5.jpg "title =" How to Draw a Tie on a Circle "width =" 269 "/> </div> </div> <div class= First:
Connect the points O and T.
[1945907] Second:
Draw a circle of radius that is radius equal to the center of O and T so intersect each other at a point C and D.
[1945909]
Third:
Connect C and D thus cutting OT at point M.
Fourth:
Make a circle with center M with the radius of OM and MT so as to cut the circle with the center o At points A and B.
Fifth:

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