According to on of the derivative, lim (Enter the simplified form of the difference quotient) (Enter an exponential expression, using negative, fractional, 0, and 1 exponents as appropriate) lim |(Enter the simplified form of the difference quotient) h0 (Enter an exponential expression, using fractional, negative, 0, and 1 exponents as appropriate) d (x-1) lim h0 (Enter the simplified form of the difference quotient) da (Enter an exponential expression, using negative, 0, fractional, and 1 exponents as appropriate) (+) lim (Enter the simplified form of the difference quotient) dr (Enter an exponential expression, using negative, 0, 1, and fractional exponents as appropriate) This suggests d. -IN

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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According to the definition of the derivative,
lim
(Enter the simplified form of the difference quotient)
h+0
(Enter an exponential expression, using negative,
fractional, 0, and 1 exponents as appropriate)
(„7)-
dz
|(Enter the simplified form of the difference quotient)
lim
h0
(Enter an exponential expression, using fractional,
negative, 0, and 1 exponents as appropriate)
d
(x-1)
lim
(Enter the simplified form of the difference quotient)
da
(Enter an exponential expression, using negative, 0,
fractional, and 1 exponents as appropriate)
lim
(Enter the simplified form of the difference quotient)
dr
h0
(Enter an exponential expression, using negative, 0, 1,
and fractional exponents as appropriate)
This suggests
d
= („7) P
Transcribed Image Text:According to the definition of the derivative, lim (Enter the simplified form of the difference quotient) h+0 (Enter an exponential expression, using negative, fractional, 0, and 1 exponents as appropriate) („7)- dz |(Enter the simplified form of the difference quotient) lim h0 (Enter an exponential expression, using fractional, negative, 0, and 1 exponents as appropriate) d (x-1) lim (Enter the simplified form of the difference quotient) da (Enter an exponential expression, using negative, 0, fractional, and 1 exponents as appropriate) lim (Enter the simplified form of the difference quotient) dr h0 (Enter an exponential expression, using negative, 0, 1, and fractional exponents as appropriate) This suggests d = („7) P
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