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Q 0.00 100.00 81.86 0.02 67.03 0.04 0.06 54.89 44.93 0.08 0.10 36.77 ef (microcoulombs) 100 90 80 P. 70 60 50 0,02 0,06 0.08 0 0,04 0.1 (seconds) R mpR (0.00, 100.00) -824.25 (0.02, 81.86) -741.50 (0.06, 54.89) -607.00 (0.08, 44.93) -552.50 (0.10, 36.77) -504.33 EXAMPLE 2 The flash unit on a camera operates by storing charge on a capacitor and releasing it suddenly when the flash is set off. The data in the table describe the charge Q remaining on the capacitor (measured in microcoulombs) at time t (measured in seconds after the flash goes off). Use the data to draw the graph of this function and estimate the slope of the tangent line at the point where t = 0.04. [Note: The slope of the tangent line represents the electric current flowing from the capacitor to the flash bulb (measured in microamperes).]

Q 0.00 100.00 81.86 0.02 67.03 0.04 0.06 54.89 44.93 0.08 0.10 36.77 ef (microcoulombs) 100 90 80 P. 70 60 50 0,02 0,06 0.08 0 0,04 0.1 (seconds) R mpR (0.00, 100.00) -824.25 (0.02, 81.86) -741.50 (0.06, 54.89) -607.00 (0.08, 44.93) -552.50 (0.10, 36.77) -504.33 EXAMPLE 2 The flash unit on a camera operates by storing charge on a capacitor and releasing it suddenly when the flash is set off. The data in the table describe the charge Q remaining on the capacitor (measured in microcoulombs) at time t (measured in seconds after the flash goes off). Use the data to draw the graph of this function and estimate the slope of the tangent line at the point where t = 0.04. [Note: The slope of the tangent line represents the electric current flowing from the capacitor to the flash bulb (measured in microamperes).]

Calculus: Early Transcendentals
Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Q 0.00 100.00 81.86 0.02 67.03 0.04 0.06 54.89 44.93 0.08 0.10 36.77 ef (microcoulombs) 100 90 80 P. 70 60 50 0,02 0,06 0.08 0 0,04 0.1 (seconds) R mpR (0.00, 100.00) -824.25 (0.02, 81.86) -741.50 (0.06, 54.89) -607.00 (0.08, 44.93) -552.50 (0.10, 36.77) -504.33
Transcribed Image Text:Q 0.00 100.00 81.86 0.02 67.03 0.04 0.06 54.89 44.93 0.08 0.10 36.77 ef (microcoulombs) 100 90 80 P. 70 60 50 0,02 0,06 0.08 0 0,04 0.1 (seconds) R mpR (0.00, 100.00) -824.25 (0.02, 81.86) -741.50 (0.06, 54.89) -607.00 (0.08, 44.93) -552.50 (0.10, 36.77) -504.33
EXAMPLE 2 The flash unit on a camera operates by storing charge on a capacitor and releasing it suddenly when the flash is set off. The data in the table describe the charge Q remaining on the capacitor (measured in microcoulombs) at time t (measured in seconds after the flash goes off). Use the data to draw the graph of this function and estimate the slope of the tangent line at the point where t = 0.04. [Note: The slope of the tangent line represents the electric current flowing from the capacitor to the flash bulb (measured in microamperes).]
Transcribed Image Text:EXAMPLE 2 The flash unit on a camera operates by storing charge on a capacitor and releasing it suddenly when the flash is set off. The data in the table describe the charge Q remaining on the capacitor (measured in microcoulombs) at time t (measured in seconds after the flash goes off). Use the data to draw the graph of this function and estimate the slope of the tangent line at the point where t = 0.04. [Note: The slope of the tangent line represents the electric current flowing from the capacitor to the flash bulb (measured in microamperes).]
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