Find the intervals of increase and decrease for the given function. t f (t) = (t+ 3)2

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter3: Functions And Graphs
Section3.5: Graphs Of Functions
Problem 32E
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Find the intervals of increase and decrease
for the given function.
t
f (t) =
(t+ 3)2
O (t) is increasing on t < -3 and t > 3; f (t) is
decreasing on -3 < t < 0 and 0 < t < 3.
O f (t) is increasing on -3 < t < 3; f (t) is
decreasing ont < -3 and t > 3.
O f (t) is increasing on -3 <t < 0 and 0 < t < 3; f
(t) is decreasing on t < -3 and t > 3.
O f (t) is increasing on t < -3 and t > 3; f (t) is
decreasing on -3 < t < 3.
Transcribed Image Text:Find the intervals of increase and decrease for the given function. t f (t) = (t+ 3)2 O (t) is increasing on t < -3 and t > 3; f (t) is decreasing on -3 < t < 0 and 0 < t < 3. O f (t) is increasing on -3 < t < 3; f (t) is decreasing ont < -3 and t > 3. O f (t) is increasing on -3 <t < 0 and 0 < t < 3; f (t) is decreasing on t < -3 and t > 3. O f (t) is increasing on t < -3 and t > 3; f (t) is decreasing on -3 < t < 3.
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