A graph of Q = 12e-0.14t is given in the figure. (a) What is the initial value of Q (when t = 0)? Q(0) = help (numbers) (b) This quantity decays at a continuous rate of G % help (numbers) (c) Use the graph to estimate the value of t when Q = 2. help (numbers) t≈ (d) Use logs to find the exact value of t when Q = 2. t= help (logarithms) 12 10 co 8 6 A 2 2 4 (Click on graph to enlarge) 6 8 10 12 t
A graph of Q = 12e-0.14t is given in the figure. (a) What is the initial value of Q (when t = 0)? Q(0) = help (numbers) (b) This quantity decays at a continuous rate of G % help (numbers) (c) Use the graph to estimate the value of t when Q = 2. help (numbers) t≈ (d) Use logs to find the exact value of t when Q = 2. t= help (logarithms) 12 10 co 8 6 A 2 2 4 (Click on graph to enlarge) 6 8 10 12 t
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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13.
Content
X co Unit 2: Section 1.6 Natural Log
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Practice similar Help me with this
A graph of Q = 12e-0.14t is given in the figure.
(a) What is the initial value of Q (when t = 0)?
Q(0) =
help (numbers)
(b) This quantity decays at a continuous rate of
% help (numbers)
(c) Use the graph to estimate the value of t when Q = 2.
help (numbers)
co Unit 2: Section 1.5 Exponentia
X
(d) Use logs to find the exact value of t when Q = 2.
t =
help (logarithms)
12-
10
co
T
2
4
(Click on graph to enlarge)
6
X
8
+
18
12
t
46%
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