Nisa, tsakiya & gangare
Tsakanin wurare biyu: nisa, tsakiya, gangare da lissafin layi.
Game da Nisa, tsakiya & gangare
Tsakanin wurare biyu: nisa, tsakiya, gangare da lissafin layi.
Ɓangare ne na sashen “Geometry & trigonometry” na SmartCalcy. Yana aiki a burauzar ku ba tare da asusu ba, yana amfani da kuɗinku da ma'aunanku (canza su a saman shafin), kuma yana ba da ƙiyasi don bayani kawai, don haka duba jagorar hukuma kafin ku dogara da sakamako.
Yadda ake amfani da Nisa, tsakiya & gangare
Abin da yake lissafawa da lokacin amfani da shi
Yana nemo nisa, tsakiya da gangare tsakanin maki biyu, da lissafin layin da ke ratsa su.
Yadda ake amfani da shi, mataki-mataki
- Shigar da x da y na kowane maki.
- Karanta nisa, tsakiya, gangare da lissafin layi.
Ma'anar kowace shigarwa
- x₁ – Farawa at 1.
- y₁ – Farawa at 2.
- x₂ – Farawa at 7.
- y₂ – Farawa at 10.
Yadda ake karanta sakamako
- Nisa – The headline answer. In the default example it reads 10.
- Tsakiya – Default Misali: (4, 6).
- Gangare (gradient) – Default Misali: 1.3333333.
- Lissafin layi – Default example: y = 1.3333333x + 0.66666667.
- Kusurwa zuwa x-axis – Default Misali: 53.130102°.
Dabarar lissafi
Distance = √((x₂ − x₁)² + (y₂ − y₁)²). Midpoint = ((x₁ + x₂) ÷ 2, (y₁ + y₂) ÷ 2). Slope = (y₂ − y₁) ÷ (x₂ − x₁).
Misali da aka warware
With the starting entries (x₁: 1, y₁: 2, x₂: 7, y₂: 10), the calculator shows distance of 10. It also reports midpoint (4, 6); slope (gradient) 1.3333333; line equation y = 1.3333333x + 0.66666667; angle to x-axis 53.130102°.
Zato da iyakoki
- A flat 2D plane. For GPS points, the real distance follows the Earth’s curve.
Kurakuran da aka saba yi
- Swapping x da y.
- Dividing by zero akan vertical layuka.
Tambayoyin da ake yawan yi
Mene ne gangaren layi a tsaye?
Ba shi da ma'ana (undefined).
Kayan aiki masu alaƙa
Cikakkun bayanai
- Tsakiya
- (4, 6)
- Gangare (gradient)
- 1.3333333
- Lissafin layi
- y = 1.3333333x + 0.66666667
- Kusurwa zuwa x-axis
- 53.130102°