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Let's do this other exercise regarding tangents.

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Draw an interior tangent circumference to the given one.

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This is the given one on a specific point.

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And this is the point.

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It's the same that we have done, but now we have to do a circumference inside the other one.

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Or that enclose the other one.

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Both of them are correct.

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So, the first thing we are going to do is to join the center of the circumference and the point of tangent.

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Okay, like this.

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We make a line that joins both points.

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And then I choose one point, whatever I want, okay?

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And I remind you, if it's close to the point of tangent, it will be a small circumference.

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And if it's far away, okay, it will be a big circumference, okay?

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So let's do two in this case.

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I'm going to do two, but you have to do just one, okay?

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So, if I put the needle of the compass close to the point of tangent, yeah, and the pencil in the point of tangent, I will have a small circumference, yeah, sorry for the tripod of the camera, okay, we will have here a small circumference tangent to the other one inside, okay,

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an interior circumference but we can do it far away too it's not too too far away and draw another

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circumference like this yeah okay uh we can also do a bigger one okay if we go far away from the

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center for example here okay we will do a circumference with the given one inside okay

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Okay, a circumference that encloses the given one.

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Yeah?

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Oops.

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Like this.

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Anyone you do, it will be correct.

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Okay?

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The important thing is to draw an interior tangent circumference to the given one in this point.

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Okay?

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And once again, I'm going to mark the link.

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Okay?

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You don't have to do it in your exercise, but yes.

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Okay?

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Okay, from the point of tangent I make an arch, okay, placing the compass in this point

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and I make, okay, and now I change to the other circumference, to the given one, and

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from the point of tangent but to the other side, okay, so this is the beauty of tangent

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that you change the direction of the arch, making other links.