UNIT 4 LESSON 1: TRIANGLES AND THEIR SIDE LENGTHS

REMEMBER:
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[/img][br]In triangle ABC, [i]m[/i]∠BAC = 50°.[br][br]If [i]m[/i]∠ACB = 30°, then the triangle is _________  triangle.
In triangle ABC, [i]m[/i]∠BAC = 50°.[br]If [i]m[/i]∠ABC = 40°, then the triangle is ________  triangle.
In triangle ABC, [i]m[/i]∠BAC = 50°.[br]If triangle ABC is isosceles, and AB = 6 and BC = 4, then AC = _______.
ANALYZING OBTUSE TRIANGLES
ANALYZING OBTUSE TRIANGLES QUESTION
CAN A TRIANGLE HAVE TWO OBTUSE ANGLES?
If triangle LMN has an obtuse angle at vertex M, which statements could be true? Check all that apply.
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[/img][br]Triangle XYZ is a right triangle with the right angle at vertex Y.[br]Angle X must be_______.
Angle Z must be_______.
The sum of angles X and Z must be ________  90°. 
ANALYZING POSSIBLE SIDE LENGTHS OF TRIANGLES
Determine whether the given triple represents the side lengths of an acute, a right, or an obtuse triangle. Use the Pythagorean Theorem to help you decide. Use the given checkboxes to check your answer. Use the [color=#1e84cc]New Triple[/color] button to receive a new triple.
TRIANGLE INEQUAILTY THEOREM
Interact with the applets below. Adjust the side lengths of the triangle by sliding the sliders or typing in the box. [br]You are looking to see which lengths of sides create a triangle and which ones do not.
CAN YOU MAKE A TRIANGLE?
Can you make a triangle with these side lengths?[br][br]a = 5, b = 3 and c = 2
Can you make a triangle with these side lengths?[br][br]a = 3, b = 4 and c = 5
Can you make a triangle with these side lengths?[br][br]a = 3, b = 7 and c = 3
Can you make a triangle with these side lengths?[br][br]a = 6, b = 4 and c = 3
Can you make a triangle with these side lengths?[br][br]a = 5, b = 4 and c = 4
What do you notice about these triangle lengths?
The distance between Lincoln, NE, and Boulder, CO, is about 500 miles. The distance between Boulder, CO, and a third city is 200 miles.  [br][img width=373,height=228]https://media.edgenuity.com/contentengine/frames/909a8f92-9681-11e4-a74d-bc764e043e0c/8101-04-02-10-09-image1.png[/img][br]Assuming the three cities make a triangle on the map, which values represent the possible distance, [i]d[/i], in miles, between Lincoln, NE, and the third city?[br][br] 300  < [i]d[/i] < _______
TRIANGLE ANGLE AND SIDE LENGTH RELATIONSHIPS
Move the blue slider to change the shape of the triangle and move the black slider to see what happens. Then move the blue slider again to see what happens to the relationship between angles and their opposite sides. What seems to be always true?[br][br]If it helps, click the angle tool to measure the angles in degrees and the length tool to measure the length of the sides. There is a video below the applet if you do not remember how.
HOW TO MEASURE
Record the side each angle corresponds to after you move the slider.
What do you notice about the relationship between the side lengths of triangles and their angles opposite them?
ISOSCELES TRIANGLE CONSTRUCTION VIDEO
CONSTRUCTING AN ISOSCELES TRIANGLE
THESE ARE THE STEPS TO CONSTRUCTING AN ISOSCELES TRIANGLE:[br][list=1][*]Create a line segment[/*][*]Created the perpendicular bisector to that segment.[/*][*]Create a point on the perpendicular bisector.[/*][*]Create line segments to the point on the perpendicular bisector to the endpoints of the line segment.[/*][/list]
CONSTRUCTING AN ISOSCELES TRIANGLE ANOTHER WAY
ISOSCELES TRIANGLE QUESTION
An isosceles triangle is a triangle with at least two congruent sides.[br][br]Why are the triangles above in the videos isosceles triangles?
CONSTRUCT AN EQUALATERAL TRIANGLE
THESE ARE THE STEPS I USED TO CONSTRUCT AN EQUALATERAL TRIANGLE:[br][list=1][*]Create a line segment[/*][*]Create a circle with the center at one endpoint of the line segment, the length of the radius the length of the line segment. [/*][*]Create another circle with the center at the other endpoint of the line segment, the length of the radius the length of the line segment. [/*][*]Create two more line segments connecting the endpoints of the line segment to the intersection of the circles. [/*][/list]
Why is the triangle constructed above an equilateral triangle?
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[/img][br][img]data:image/png;base64,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[/img]REMEMBER:[br][img]data:image/png;base64,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[/img]
UNDER WHICH ANGLE CONDITIONS COULD A TRIANGLE EXIST? (CHECK ALL THAT APPLY)
Triangle DEF contains two congruent acute angles. The sum of the measures of the two congruent acute angles is greater than 90 degrees. Anna concludes that the triangle must be an acute triangle. Which best describes her conclusion?
In triangle RST,[i] m[/i]∠R > [i]m[/i]∠S + [i]m[/i]∠T. Which must be true of triangle RST? Check all that apply.
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Information: UNIT 4 LESSON 1: TRIANGLES AND THEIR SIDE LENGTHS