Distanza bejn żewġ punti Kalkulatur

Sib id-distanza f'linja dritta bejn żewġ punti fuq pjan.

Distanza —
Bidla orizzontali (Δx) —
Bidla vertikali (Δy) —
Punt tan-nofs —

Riżultati aġġornament kif inti tip.

Dan il-kalkulatur talek it-tweġiba t-tajba?

Dwar din il-kalkulatur

This calculator finds the straight-line distance between two points (x₁, y₁) and (x₂, y₂) using the distance formula, and also reports the horizontal change (Δx), the vertical change (Δy), and the midpoint of the segment, with a plot of the two points.

The distance formula, d = √((x₂ − x₁)² + (y₂ − y₁)²), is simply the Pythagorean theorem applied to a grid: the horizontal and vertical gaps are the two legs of a right triangle and the distance is the hypotenuse. Between (0, 0) and (3, 4), Δx = 3 and Δy = 4, so d = √(3² + 4²) = √(9 + 16) = √25 = 5. Because the differences are squared, the order of the points does not change the result, and negative coordinates work fine.

This is the everyday tool for map distances, the length of a line segment, the magnitude of a vector, and nearest-neighbour comparisons in data. Any two points on a plane have exactly one straight-line distance between them.

Mistoqsijiet li jsiru ta' spiss

X'inhi l-formula tad-distanza?

Hija d = √((x₂ − x₁)² + (y₂ − y₁)²). Bejn (0,0) u (3,4) id-distanza hija √(9 + 16) = √25 = 5.

Kif jirrelata mat-teorija Pythagorean?

Il-lakuni orizzontali u vertikali jiffurmaw iż-żewġ saqajn ta' triangolu dritt, u d-distanza hija l-ipotenusa tiegħu - għalhekk il-formula tad-distanza hija Pythagoras fuq il-grilja.

X’inhuma Δx u Δy?

Dawn huma d-differenzi orizzontali u vertikali bejn il-punti, x2 − x1 u y2 − y1 — iż-żewġ saqajn tat-trijanglu dritt wara d-distanza.

L-għodda turi l-punt tan-nofs?

Iva. Minbarra d-distanza li tagħti l-punt tan-nofs, il-koordinata eżattament nofs il-mod bejn iż-żewġ punti.

L-ordni tal-punti hija importanti?

Le. Id-differenzi huma kwadrati, għalhekk meta taqleb iż-żewġ punti, tingħata l-istess distanza.

Tista jimmaniġġjaw koordinati negattivi?

Iva. Kull koordinat reali jaħdem, inkluż negattivi u deċimali — l-kwadru żżomm kull distanza pożittiva.

Kalkulaturi relatati

Kalkulatur tal-punt tan-nofs Kalkulatur tal-Inżul Kalkulatur tat-Teorema Pythagorean

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API — uża din il-kalkulatur mill-kodiċi

Sejjaħ dan il-kalkulatur bħala punt aħħari JSON b'xejn — l-ebda ċavetta meħtieġa Ibgħat il-valuri tal-qasam hawn taħt bħala parametri tal-mistoqsija jew JSON. Kull ħaġa li tħalli barra tuża l-istess default li din il-paġna hija mimlija minn qabel; parametru mhux magħruf huwa 400, qatt żero sieket. Aqra d-dokumenti sħaħ tal-API →

Punt aħħari

GET https://calculator.free/api/v1/distance-two-points/

curl

curl "https://calculator.free/api/v1/distance-two-points/?x1=0&y1=0&x2=3&y2=4"

JavaScript fetch()

const r = await fetch(
  "https://calculator.free/api/v1/distance-two-points/?" + new URLSearchParams({
    "x1": "0",
    "y1": "0",
    "x2": "3",
    "y2": "4"
  }));
const data = await r.json();
console.log(data.results);

Ir-riżultati huma stimi għal gwida ġenerali biss, mhux parir finanzjarju, mediku jew tat-taxxa.