COROLLARY: A theorem that [b]follows on[/b] from another theorem.[br][br]Example: there is a [b]Theorem[/b] that says: two angles that together form a straight line are "supplementary" (they add to 180°).[br][br]A [b]Corollary[/b] to this is the "Vertical Angle Theorem" that says: where two lines intersect, the angles opposite each other are equal (a=c and b=d in the diagram).
[b]Definition:[/b][br][br]An [b][color=#c51414]ISOSCELES TRIANGLE[/color][/b] is a triangle that has [b][color=#c51414]AT LEAST 1 PAIR OF CONGRUENT SIDES[/color][/b]. [br][br][b]MUST USE APPLET IN FULL SCREEN[/b][br][br][b]Directions:[/b][br][br]1) Click on the [color=#c51414]red checkbox[/color] to illustrate this definition. [br]2) Move any 1 (or more) of the vertices of this triangle around. Does it remain isosceles?[br]3) Click on checkbox 2. Move the vertices of the triangle around again. What do you notice? [br]4) Click on checkbox 3. This will draw the line that bisects the vertex angle of the isosceles triangle.[br]5) Click on checkbox 4. What else do you notice? [br][br]6) Please answer the questions that appear below this applet.
Fill in the following blanks (based upon your observations). The words to complete these statements can be found in the [b]word bank[/b] below. [br][br]1) If [color=#c51414]two sides of a triangle are congruent, then the _____________________ opposite those sides are ____________________[/color]. [br][br][br][b]Word Bank: [br][br]bisector angles congruent perpendicular vertex bisector [/b]
1) If [color=#c51414]two sides of a triangle are congruent, then the [u]angles[/u] opposite those sides are [u]congruent[/u][/color].
Fill in the following blanks (based upon your observations). The words to complete these statements can be found in the [b]word bank[/b] below. [br][br]2) The[color=#1551b5] ___________________ of the _________________ angle[/color] of an isosceles triangle is the ________________________ ________________ of the base (3rd side).[br][br][b]Word Bank: [br][br]bisector angles congruent perpendicular vertex bisector [/b]
2) The[color=#1551b5] [b][u]bisector [/u][/b]of the [b][u]vertex[/u] [/b]angle[/color] of an isosceles triangle is the [u]perpendicular[/u] [b][u]bisector[/u] [/b]of the base (3rd side).
I adjusted point D so the measure of angle BAD is equal to the measure of angle CAD. [br]Which statements are true? [br]Check all that apply.[br][img]data:image/png;base64,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[/img]-------------------------------------->[img]data:image/png;base64,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[/img]
[img width=326,height=287]https://media.edgenuity.com/contentengine/frames/ab51de68-968a-11e4-acfa-bc764e043e0c/8101-04-04-10-10-image1.png[/img][br]Consider isosceles ΔXYZ. What is the value of [i]n[/i]? [br]
What is the measure of leg XY? ________ft
What is the measure of leg XZ? ________ ft
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[/img][br][img]data:image/png;base64,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[/img][br][br][img width=264,height=273]https://media.edgenuity.com/contentengine/frames/bc473bfa-968a-11e4-9e5e-bc764e043e0c/8101-04-04-10-12-image1.png[/img][br]Line segment ZX bisects ∠WZY. If the measure of ∠YXZ is (6[i]m[/i] – 12)°, what is the value of [i]m[/i]?
[img]data:image/png;base64,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[/img][br]WHAT YOU SHOULD HAVE LEARNED:[img]data:image/png;base64,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[/img][br]WHAT DID YOU LEARN?