You can use the following formulas to find the point of intersection of two straight lines in Excel:

**Find the X-Value of Intersection:**

=(INTERCEPT(y2,x2)-INTERCEPT(y1,x1))/(SLOPE(y1,x1)-SLOPE(y2,x2))

This formula assumes **x1** and **x2** represent an array of x-values for each line and **y1** and **y2** represent an array of y-values for each line.

Once you find this x-value, you can then plug that value into this formula to find the y-value of intersection:

**Find the Y-Value of Intersection:**

=SLOPE(y1,x1)*x_intercept+INTERCEPT(y1,x1)

The following step-by-step example shows how to use these formulas in practice.

**Step 1: Enter the Values for Each Line**

First, let’s enter the (x, y) coordinates for two lines:

**Step 2: Find the X-Value of Intersection**

Next, type the following formula into cell **H2** to find the x-value of intersection:

=(INTERCEPT(E3:E6,D3:D6)-INTERCEPT(B3:B6,A3:A6))/(SLOPE(B3:B6,A3:A6)-SLOPE(E3:E6,D3:D6))

The following screenshot shows how to use this formula in practice:

The x-value of intersection turns out to be **1.5**.

**Step 3: Find the Y-Value of Intersection**

Next, type the following formula into cell **H3** to find the y-value of intersection:

=SLOPE(B3:B6,A3:A6)*H2+INTERCEPT(B3:B6,A3:A6)

The following screenshot shows how to use this formula in practice:

The y-value of intersection turns out to be **3**.

**Step 4: Visualize the Intersection Point**

If we plot each line on the same plot in Excel, we can see that the intersection point is indeed at the (x, y) coordinates of **(1.5, 3)**:

This represents the point on the plot where the two lines intersect.

**Additional Resources**

The following tutorials explain how to perform other common tasks in Excel:

How to Solve a Quadratic Equation in Excel

How to Solve a System of Equations in Excel

How to Find Y-Intercept of a Graph in Excel