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The wall at the front entrance to the Rock and Roll Hall of Fame and Museum in Cleveland, Ohio, is an isosceles triangle. The triangle has a vertex angle.

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Presentation on theme: "The wall at the front entrance to the Rock and Roll Hall of Fame and Museum in Cleveland, Ohio, is an isosceles triangle. The triangle has a vertex angle."— Presentation transcript:

1 The wall at the front entrance to the Rock and Roll Hall of Fame and Museum in Cleveland, Ohio, is an isosceles triangle. The triangle has a vertex angle of 102. What is the measure of the base angles? Draw a labeled picture. 1020 390 390

2 Find mDBC 200

3 Find mCAD & mACB 900 1350 mCAD = _______ mACB = ______

4 Find the value of x and y. 650 500 x = ____ y = ____

5 Find m and n. 440 680 m = ____ n = ____

6 Solve for x, each side, classify.
B 650 650 500 mACB = ____ mBAC = ____ Isosceles Acute Classify by sides: _______ Classify by angles: ______

7 Find the value of x and y. 30 20 x = ____ y = ____

8 Solve for x and each side.
B 6x 12 12 12 4 x = ____ AB = ____ BC = ____ AC = ____

9 Solve for x, each side, classify.
390 B 390 66 12 66 x = ____ AB = ____ AC = ____ Isosceles Obtuse Classify by sides: _______ Classify by angles: _______

10 Solve for x and each angle.
B C 17 450 450 900 x = ___ BAC = ___ ABC = ___ ACB = ___

11 Solve for x and each side.
B C -2x + 20 -5 30 30 42.4 x = ____ AC = ____ BC = ____ AB = ____

12 If the legs of a right, isosceles triangle each measure 24 inches, find the length of the hypotenuse. Round to the nearest tenth. x x = 33.9 24 24

13 Determine whether the given lengths are sides of a right triangle
Determine whether the given lengths are sides of a right triangle? Explain. 5.2, 6.5, 3.9 42.25 = 42.25 Yes, because a2 + b2 = c2.

14 Find the value of x and y. x = 48 x + 7 = 55 55 + (48 + 7) + y = 180

15 Find the value of x and y. x = 45 9y = 45 y = 5

16 Find the value of x. This is an isosceles triangle, so the 2 sides are congruent… 5x + 5 = 35 5x = 30 x = 6

17 Find the value of x. This is an isosceles triangle, so the 2 angles are congruent… 9x = 72 x = 8

18 Find the value of x. x + x = 180 2x = 180 2x = 78 x = 39

19 Find the value of x and y. 3x – 11 = 2x + 11 x = 22 2y = 70 y = 35

20 Using slopes, determine if PQO is a right triangle. Explain.
SOLUTION Check for right angles by checking the slopes. There is a right angle in the triangle if any of the slopes are perpendicular. The slope of OP is 2 – 0 – 2 – 0 = – 2. The slope of OQ is 3 – 0 6 – 0 = 2 1 . Explanation PQO is a right triangle because the slopes of the legs have opposite signs and reciprocals which means they are perpendicular and form a right angle.


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