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)
.
Немесе
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)
,
Бұрыштың тангенсін есептеуге қажетті параметрлерді сызғышпен өлшейміз.
22. Жазық фигураның салмағын есептеу үшін алдымен оның массалық ортасын табыңыздар. Фигураны үстел шетіне тепе-теңдік
қалыпта тұрғандай қойып, үстінен үстелдің шетімен қарындашпен сызық сызыңыздар. Фигураның үстелдегі қалпын өзгертіп операцияны тағы бір рет жасаңыздар.
17 – сурет.
Фигураның массалық ортасы осы екі түзудің қиылысқан нүктесінде жатады.
Фигураның
массалық ортасынан 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)
түзуін жүргізіп (17– сурет), осы түзудің бойында жататындай етіп фигураның үстіне кір қойыңыздар.
Фигураны кірмен бірге 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)
түзуін үстел шетіне перпендикуляр етіп қойыңыздар. Фигураның өзі тек үстел шетіне ұстанып тепе-теңдікте болуы тиіс. Бұл жағдайда фигураға әсер ететін барлық күш моменттерінің қосындысы үстел шетіне қатысты 0-ге тең болады.
Достарыңызбен бөлісу: