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Published byRachel Booker Modified over 6 years ago

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Warm Up Find the value of x. Leave your answer in simplest radical form. 7 x 9 x 7 9

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7.3: Special Right Triangles Objectives: To use the properties of 45-45-90 and 30- 60-90 right triangles

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45°-45°-90° Right Triangle It is an isosceles, right triangle– Both legs are congruent!! THEOREM: The hypotenuse is times the length of the legs IF YOU NEED TO FIND THE HYPOTENUSE: Hypotenuse = (Length of Leg) X IF YOU NEED TO FIND A LEG: Length of leg =

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Examples: 1.Find h:2. Find x: 9 h x

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Find x: x

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1.2. 6 x x

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Find x: 10 x

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A square has a perimeter of 24 inches. How long is the diagonal?

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30°-60°-90° Right Triangle Shorter Leg is the side opposite the 30° angle Longer leg is the side opposite the 60° angle Let the shorter leg = n HYPOTENUSE = 2 ∙ SHORTER LEG = 2n LONGER LEG = SHORTER LEG = n

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If you need to find the shorter leg (side opposite 30°): If given the hypotenuse: SHORTER LEG = If given the longer leg: SHORTER LEG=

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Fill in the table of values for the side lengths of a 30-60-90 triangle: Shorter LegLonger LegHypotenuse 3 4 15 34 10

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Find the missing lengths. 1.2. 60 30 g f 5 x y

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Find the variables. 1.2. 30 60 4 x y 30 k m

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Find the value of each variable. (Figure not drawn to scale) b cd a 4530

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Find the value of each variable. Leave your answer in simplest radical form. b a 4 45°

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Find the area. Round your answer to the nearest tenth. 60

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Find the area of the triangle. 45

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