Matambudziko akagadziriswa mukufamba kwezviratidziro - gadzirisa kumhanya kwekutanga kuita zvikamu zvakatwasuka uye zvakamira
1. Nhabvu inokandwa inobuda pasi nekona θ = 60o nekumhanya kwe10 m/s. Verenga zvikamu zvekutanga zvekumhanya!
Zvinozivikanwa:
Angle (θ) = 60o
Kumhanya kwekutanga (v)o) = 10 m/s
Zvaidiwa: vox uye voy
Solution:
Gadzirisa velocity yekutanga kuita x component (horizontal) uye y component (vertical).
chivi θ = voy /vo —–> voy =vo chivi θ
cos θ = vox /vo —–> vox =vo cos θ
chikamu che x (chakatambanuka):
vox =vo cos θ = (10 m/s)(cos 60o) = (10 m/s)(0.5) = 5 m/s
chikamu che y (chakamira):
voy =vo chivi θ = (10 m/s)(chivi 60o) = (10 m/s)(0.5√3) = 5√3 m/s
2. Chinhu chinobuda pasi nekona θ = 30o nechikamu che y chekukurumidza kwe10 m/s. Verenga kumhanya kwekutanga!
Zvinozivikanwa:
Angle (θ) = 30o
chikamu che y (v)oy) = 10 m/s
Zvaidiwa: Kumhanya kwekutanga (v)o)
Solution:
voy =vo chivi θ
10 = (v)o(chivi 30)o)
10 = (v)o)(0.5)
vo = 10/0.5
vo = 20 m/s
3. Chikamu chakatarwa chekukurumidza kwekutanga i30 m/s uye chikamu chakatwasuka chekukurumidza kwekutanga i40 m/s. Verenga kumhanya kwekutanga.
Zvinozivikanwa:
Chikamu chakatarwa chekukurumidza kwekutanga (v)ox) = 30 m/s
Chikamu chakamira chekukurumidza kwekutanga (v)oy) = 40 m/s
Zvaidiwa: Kumhanya kwekutanga (v)o)
Solution:
vo2 =vox2 + voy2 = 302 + 402 = 900 + 1600 = 2500
vo = √2500
vo = 50 m/s
4. Bhora diki rinotaridzwa rakatwasuka nespeed yekutanga vo = 6m/s. Verenga chikamu che x nechikamu che y chekukurumidza kwekutanga.
Zvinozivikanwa:
Kumhanya kwekutanga (v)o) = 6 m/s
Zvaidiwa: vox na voy
Solution:
Bhora rinofamba rakatwasuka kuitira kuti chikamu chekukurumidza (v) chienderane nechakatwasukaox) = kumhanya kwekutanga (v)o) = 6 m/s. Chikamu chakamira chekukurumidza (v)oy= 0.
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- Gadzirisa kumhanya kwekutanga kuita zvikamu zvakatwasuka uye zvakamira
- Sarudza nzvimbo yakatambanuka
- Sarudza kukwirira kwakanyanya
- Sarudza nguva inosara
- Sarudza nzvimbo yezvinhu
- Sarudza kumhanya kwekupedzisira