ọdịnaya
N'akwụkwọ a, anyị ga-atụle isi ihe dị elu nke ịdị elu na triangle ziri ezi, ma nyochaa ihe atụ nke idozi nsogbu na isiokwu a.
Cheta na: a na-akpọ triangle akụkụ anọ, ma ọ bụrụ na otu n'ime akụkụ ya ziri ezi (ha nhata 90 °) na abụọ ndị ọzọ bụ nnukwu (<90°).
Njirimara ịdị elu na triangle ziri ezi
Ngwongwo 1
Triangle ziri ezi nwere elu abụọ (h1 и h2) dakọtara na ụkwụ ya.
elu nke atọ (h3) na-agbada na hypotenuse site n'akụkụ aka nri.
Ngwongwo 2
The orthocenter (ebe njikọ nke elu) nke triangle ziri ezi dị na vertex nke akụkụ aka nri.
Ngwongwo 3
Ogo dị na triangle ziri ezi nke dọtara na hypotenuse na-ekewa ya n'ime triangles ziri ezi abụọ yiri ya, nke dịkwa ka nke mbụ.
1. △Abd ~ △ABC n'akụkụ abụọ hà nhata: ∠ADB = ∠LAC (ahịrị kwụ ọtọ), ∠Abd = ∠ABC
2. △ADC ~ △ABC n'akụkụ abụọ hà nhata: ∠ADC = ∠LAC (ahịrị kwụ ọtọ), ∠CDA = ∠ACB.
3. △Abd ~ △ADC n'akụkụ abụọ hà nhata: ∠Abd = ∠DAC, ∠ỌJỌỌ = ∠CDA.
Akaebe: ∠ỌJỌỌ = 90° – ∠ABD (ABC). N'otu oge ahụ ∠ACD (ACB) = 90° – ∠ABC.
Ya mere, ∠ỌJỌỌ = ∠CDA.
Enwere ike igosi ya n'ụzọ yiri nke ahụ ∠Abd = ∠DAC.
Ngwongwo 4
N'ime triangle ziri ezi, a na-agbakọ ịdị elu a dọtara na hypotenuse dị ka ndị a:
1. Site na akụkụ na hypotenuse, kpụrụ n'ihi nkewa ya site na isi nke elu:
2. Site n'ogologo nke akụkụ nke triangle:
E sitere na usoro a Njirimara nke sine nke nnukwu akụkụ na triangle aka nri (mịrị akụkụ nke akụkụ ahụ hà nhata nke ụkwụ nke ọzọ na hypotenuse):
Cheta na: na triangle ziri ezi, njirimara ịdị elu izugbe ewepụtara n'akwụkwọ anyị - tinyekwa ya.
Ọmụmaatụ nke nsogbu
Ọrụ 1
A na-ekewa hypotenuse nke triangle ziri ezi site na ịdị elu dọtara ya na akụkụ 5 na 13 cm. Chọta ogologo nke elu a.
ngwọta
Ka anyị jiri usoro izizi ewepụtara na ya Ngwongwo 4:
Ọrụ 2
Ụkwụ nke triangle ziri ezi bụ 9 na 12 cm. Chọta ogologo nke elu a dọtara na hypotenuse.
ngwọta
Nke mbụ, ka anyị chọpụta ogologo nke hypotenuse (ka ụkwụ nke triangle dị "iji" и "B", na hypotenuse bụ "vs"):
c2 =A2 + b2 = 92 + 122 = 225.
N'ihi ya, с = 15 sentimita.
Ugbu a, anyị nwere ike itinye usoro nke abụọ site na Ngwongwo 4a tụlere n'elu: