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рівносторонній трикутник що є чим відповідність
бгдв
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тангенс кута в прямокутному трикутнику
відношення протилежного катета до прилеглого
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косинус кута в прямокутному трикутнику
відношення прилеглого катету до гіпотенузи
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синус кута
відношення протилежного катету до гіпотенузи
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метричні формули, квадрат висоти до гіпотенузи
добуток частинок на які висота її поділила
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теорема Піфагора
сума квадратів катетів дорівнює квадрату гіпотенузи
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площа трикутника випишіть 5 формул(висота, кут і дві сторони, всі сторони, радіус вписаний і радіус описаний)
аh\2? absinC\2. герона, pr, abc\4R
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Теорема синусів
а
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теорема косинусів
б
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медіана прямокутного трикутника дорівнює
половині гіпотенузи
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Медіана дорівнює
половина кореня(2аˆ2+2bˆ2-cˆ2)
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властивість медіани
медіана ділиться в точці перетину як 2:1
медіана ділиться в точці перетину як 3:1
медіана ділить протилежну сторону як 2 :1
медіана ділить протилежну сторону як 3:1
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довжина бісектриси дорівнює
√(ab-nk)
√(an-bk)
√(ab-cˆ2)
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властивість бісектриси
a\b=n\k
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відрізок, проведений з вершини перпендикулярно до протилежної сторони
висота
бісектриса
медіана
основа
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відрізок проведений з вершини до протилежної сторони і ділить кут навпіл
бісектриса
медіана
основа
висота
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відрізок що зʼєднує вершину і середину протилежної сторони
медіана
висота
бісектриса
основа
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Сума внутрішніх кутів трикутника
180
360
90
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Яке правило для сторін трикутника
a+b>c
a-b<c
a+b<c
a+c<b
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