{{ dragState.item.val }}

🏔️ Slope describes steepness!

Slide to adjust: Make a {{ step1.target }} slope.

⛷️
Negative Zero Positive

🏗️ Tap to build the path

Find the Rise and Run from Point A to Point B.

A
B
Rise: {{ step2.rise }}
Run: {{ step2.run }}

🧩 Drag to formula

Slope equals or .
Build the formula for points ({{step3.p1.x}}, {{step3.p1.y}}) and ({{step3.p2.x}}, {{step3.p2.y}}).

{{ item.val }}
Empty
m =
{{ step3.slots.top1.val }}
-
{{ step3.slots.top2.val }}
{{ step3.slots.bot1.val }}
-
{{ step3.slots.bot2.val }}
{{ step3.errorMsg }}

⚙️ Set the values

Adjust the Rise and Run to create a line with a slope of .

Rise (y-change)
{{ step4.rise }}
Run (x-change)
{{ step4.run }}
Current Slope:
🏆

Slope Master!

You learned that slope is Rise over Run, how to trace it, calculate it with the formula, and visualize it on a graph.