2

G 9-4 G7a. I can apply the properties of angles within circles. Two tangent lines intersect at a point in the diagram below. The angle formed is called a_____________________________. The measure of this angle is __________ the positive difference between the corresponding arcs. Solve for the circumscribed angle shown in the diagram. Show all work. Example 1) Example 2) G 9-4 G7a. I can apply the properties of angles within circles. Two tangent lines intersect at a point in the diagram below. The angle formed is called a_____________________________. The measure of this angle is __________ the positive difference between the corresponding arcs. What to remember: m< D=¿ What to remember: m< D=¿

mathisart11235.files.wordpress.com · Web view2017-02-14 · Example 1) Example 2) G 9-4. G7a. I can apply the properties of angles within circles. Two tangent lines intersect at

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Page 1: mathisart11235.files.wordpress.com · Web view2017-02-14 · Example 1) Example 2) G 9-4. G7a. I can apply the properties of angles within circles. Two tangent lines intersect at

G 9-4G7a. I can apply the properties of angles within circles.Two tangent lines intersect at a point in the diagram below. The angle formed is called a_____________________________. The measure of this angle is __________ the positive difference between the corresponding arcs.

Solve for the circumscribed angle shown in the diagram. Show all work.

Example 1) Example 2)

G 9-4G7a. I can apply the properties of angles within circles.Two tangent lines intersect at a point in the diagram below. The angle formed is called a_____________________________. The measure of this angle is __________ the positive difference between the corresponding arcs.

Solve for the circumscribed angle shown in the diagram. Show all work.

Example 1) Example 2)

What to remember:

m<D=¿

What to remember:

m<D=¿

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