Determine the $y$-intercept of the line passing through the points $(3, 7)$ and $(5, 11)$.

Sun, 03 May 2026 20:05:35 +0000

**Discover Intelligence: How to Find the $y$-Intercept of a Straight Line with Ease**
*Understanding the key to linear equations in real-world contexts* When customers pause mobile searches seeking clear math insights, questions about plotting straight lines often arise—especially when given two points like $(3, 7)$ and $(5, 11)$. What defines the exact spot where this line crosses the $y$-axis? Understanding this simple yet essential concept unlocks practical math fluency, widely used in everything from personal budgeting to business analytics. Determining the $y$-intercept—the value of $y$ when $x = 0$—is more than an academic exercise. It represents the foundation where numerical relationships pause before rising or falling. As digital learners and professionals seek to interpret trends efficiently, precise knowledge of linear behavior supports smarter decision-making. So, how exactly does this $y$-intercept emerge from two data points? Let’s explore.