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Published byAva Crowley Modified over 11 years ago
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Special Right Triangles Moody Mathematics
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Take a square… Moody Mathematics
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Find its diagonal Here it is Moody Mathematics
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Find its length x d x Moody Mathematics
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x d x
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Summarize the pattern: Moody Mathematics
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45 o -45 o -90 o leg leg leg Moody Mathematics
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45 o -45 o -90 o 6 6 6 Moody Mathematics
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Practice:
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45 o -45 o -90 o 8 8 8 Moody Mathematics
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45 o -45 o -90 o 5 5 5 Moody Mathematics
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45 o -45 o -90 o 10 10 10 Moody Mathematics
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45 o -45 o -90 o 2 Moody Mathematics
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45 o -45 o -90 o Moody Mathematics
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45 o - 45 o -90 o Moody Mathematics
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45 o -45 o -90 o Moody Mathematics
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Now Lets take an Equilateral Triangle… Moody Mathematics
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… Find its Altitude Moody Mathematics
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x x x a
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x x a
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Summarize the pattern: Moody Mathematics
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30 o -60 o -90 o Hypotenuse Longer leg Shorter Leg Moody Mathematics
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30 o -60 o -90 o Hyp. ½ Hyp. Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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Practice:
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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30 o -60 o -90 o Moody Mathematics
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Review Both Patterns: Moody Mathematics
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45 o -45 o -90 o leg leg leg Moody Mathematics
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30 o -60 o -90 o Hyp. ½ Hyp. Moody Mathematics
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Mixed Practice: Moody Mathematics
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8 8 8
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10 10 10
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4 4
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