Overview
Watch
Next Steps
Watch
Graphing y - 2 = sqrt(x + 3) using coordinate mapping
📝 My Notes
Auto-saves the current timestamp
Graphing y - 2 = sqrt(x + 3) using coordinate mapping
25:50
About this lesson
Transformations of Radical Functions
For each radical function,
For each radical function,
- Describe the transformation(s) that should be applied to the graph of \(y = \sqrt x \) in order to obtain the graph of the given radical function.
- Write the "Coordinate Mapping Formula", then sketch the graph.
- State the domain and range.
\(y - 2 = \sqrt {x + 3} \)
Key Moments
No key moments available.
Video 1 of 5
Graphing y - 2 = sqrt(x + 3) using coordinate mapping
26 min
• Selected
Graphing y = sqrt(-x) using reflection and coordinate mapping
15 min
Reflecting the square root function across the x-axis and finding domain and range
12 min
Graphing a horizontally compressed and vertically expanded square root function
16 min
Graphing a complex square root transformation with domain and range
32 min