Graphing the Line Passing through (–1, –3) whose Slope is “𝑚 = 4” | Step-by-Step Algebra Solution

This video will guide you through [How to Graph the Line Passing through (–1, –3) whose Slope is “𝑚 = 4”].

📌 How to Graph a Line Given a Point and the Slope.
✓ Step 1. Plot the given point.
✓ Step 2. Use the slope formula, 𝑚 = (rise)/(run), to identify the rise and the run.
✓ Step 3. Starting at the given point, count out the rise and run to mark the second point.
✓ Step 4. Connect the points with a line.

🔑 Key Things to Remember:
☞ In mathematics, the ‘tilt’ of a line is called the SLOPE of the line.
☞ Slope of Line ➜ 𝑚 = (rise)/(run).
Between two points on the line, the rise measures the vertical change, and the run measures the horizontal change.

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🌏 Translated titles and subtitles have been added to this video:
Spanish: Representación gráfica de la recta que pasa por el punto (–1, –3) cuya pendiente es m = 4
French: Représentation graphique de la droite passant par le point (–1, –3) dont la pente est m = 4
German: Grafische Darstellung der Linie, die durch den Punkt (–1, –3) verläuft, dessen Steigung m = 4 ist
Portuguese: Representação gráfica da linha que passa pelo ponto (–1, –3) cuja inclinação é m = 4
Hindi: बिंदु से गुजरने वाली रेखा का आलेखन करना (-1, -3) जिसका ढाल m = 4 . है
Filipino: Pag-graph sa Linya na Dumaan sa Punto (–1, –3) Kaninong Slope ang m = 4
Indonesian: Menggambar Garis yang Melalui Titik (-1, –3) Yang Kemiringannya m = 4
Japanese: 傾きが m = 4 の点 (–1, –3) を通る直線のグラフ化
Russian: Построение графика линии, проходящей через точку (–1, –3), наклон которой равен m = 4
Vietnamese: Vẽ đồ thị đường thẳng đi qua điểm (–1, –3) Độ dốc là m = 4