A child inflates a balloon, admires it for a while and then lets the air out at a constant rate. If V (1) gives the volume of the balloon at time 1, then the figure below shows V' (t) as a function of t. 3+ V'(t) Ty 8 12 16 20 24 -6- 4 (a) At what time does the child begin to inflate the balloon? The child begins to inflate the balloon at t =

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Q26 Solve all parts
(c) At what time does the child begin to let the air out?
The child begins to let the air out at 1 =
Transcribed Image Text:(c) At what time does the child begin to let the air out? The child begins to let the air out at 1 =
A child inflates a balloon, admires it for a while and then lets the air out at a constant rate. If V(r) gives the volume of the balloon at
time 1, then the figure below shows V' (1) as a function of t.
3+
-6 H
4
8
V'(t)
12 16 20
24
(a) At what time does the child begin to inflate the balloon?
The child begins to inflate the balloon att =
(b) At what time does the child finish inflating the balloon?
The child finishes inflating the balloon att =
Transcribed Image Text:A child inflates a balloon, admires it for a while and then lets the air out at a constant rate. If V(r) gives the volume of the balloon at time 1, then the figure below shows V' (1) as a function of t. 3+ -6 H 4 8 V'(t) 12 16 20 24 (a) At what time does the child begin to inflate the balloon? The child begins to inflate the balloon att = (b) At what time does the child finish inflating the balloon? The child finishes inflating the balloon att =
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