When a camera flash goes off, the batteries immediately begin to recharge the flash's capacitor, which stores electric charge given by q = q(t) = k(1 -tla). (The maximum charge capacity is k and t is measured in seconds). (a) Find the inverse of this function. (Explain its meaning.) (b) How long does it take to recharge the capacitor to 90 percent of capacity if a = 2? (a) t = \ (b) t = seconds [to the nearest tenth]

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter6: Vector Spaces
Section6.7: Applications
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When a camera flash goes off, the batteries immediately begin to recharge the flash's capacitor, which stores
electric charge given by q = q(t) = k(1 -tla).
(The maximum charge capacity is
k and
t is measured in seconds).
(a) Find the inverse of this function. (Explain its meaning.)
(b) How long does it take to recharge the capacitor to
90 percent of capacity if
a = 2?
(a)
\ (b)
t =
seconds [to the nearest tenth]
Transcribed Image Text:When a camera flash goes off, the batteries immediately begin to recharge the flash's capacitor, which stores electric charge given by q = q(t) = k(1 -tla). (The maximum charge capacity is k and t is measured in seconds). (a) Find the inverse of this function. (Explain its meaning.) (b) How long does it take to recharge the capacitor to 90 percent of capacity if a = 2? (a) \ (b) t = seconds [to the nearest tenth]
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