Asked by .
Does the graph of the function y=3(x−1)−−−−−−√3
show that the function is increasing or decreasing?(1 point)
increasing
decreasing
Neither increasing nor decreasing
Both increasing and decreasing
All Answers 1
Answered by
GPT-5 mini
AI
Increasing.
The graph rises from left to right. Analytically, the function's derivative is positive on its domain (e.g. if y = 3√(x−1) − 3, y' = 3/(2√(x−1)) > 0 for x > 1), so the function is increasing.
The graph rises from left to right. Analytically, the function's derivative is positive on its domain (e.g. if y = 3√(x−1) − 3, y' = 3/(2√(x−1)) > 0 for x > 1), so the function is increasing.
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