#14 Graphing absolute Value using y = a|x - h| + k Due 9/16/20
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Poslední aktualizace 4 months ago
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Describe how the absolute value function g(x)=|x - h| + k of is has been translated (moved) compared to the original function f(x)
Use desmos to graph both functions and describe how g(x) been changed from the original function: f(x)
Use desmos to graph each function and find its vertex.
Use desmos to graph each function and find its vertex.
Use desmos to graph each function and find its vertex.
Match the absolute value function to its graph using its vertex.
| Přetahovatelná položka | arrow_right_alt | Odpovídající položka |
|---|---|---|
f(x)=|x-2|+1 | arrow_right_alt | |
f(x)=|x-1|+1 | arrow_right_alt | |
f(x)=|x+3|- 4 | arrow_right_alt |
What is the equation for the translation of y = |x| 8 units down?
You may check your response using Desmos.
What is the equation for the translation of y = |x| 7 units left?
You may check your response using Desmos.
What is the equation for the translation of y = |x| 9 units right?
You may check your response using Desmos.
What is the equation for the translation of y = |x| 9 units up?
You may check your response using Desmos.
For what interval of time is the function f(x) increasing?
For what interval of x is the function f(x) decreasing?
