HW Supplement: Exponentials Name 1. Find the derivatives. Show all work. Simplify your answers. a. f(x)=- x b. g(x)=e*+x² c. f(t)=(t-1)e³1+2 (hint: product rule) Doubling Time 2. Apply the Absolute Extrema Theorem to find the absolute extrema of k(x)=- [1,5], accurate to 4 decimal places. e* +e** on To find the critical points, you do not need to derive. You may use the CALC 3:min or 4:max feature of your calculator. Provide a sketch of the graph. (over) 3. Find the absolute minimum of p(x) on the indicated interval. Do without using a graphing tool. Show all work in finding the critical values on the interval and determining the sign of the derivative on the sub-intervals. ex/3 p(x)= on [1,∞). X Check by graphing on your calculator. If your answers do not conform, find and correct your error. DO NOT just change your answer.
HW Supplement: Exponentials Name 1. Find the derivatives. Show all work. Simplify your answers. a. f(x)=- x b. g(x)=e*+x² c. f(t)=(t-1)e³1+2 (hint: product rule) Doubling Time 2. Apply the Absolute Extrema Theorem to find the absolute extrema of k(x)=- [1,5], accurate to 4 decimal places. e* +e** on To find the critical points, you do not need to derive. You may use the CALC 3:min or 4:max feature of your calculator. Provide a sketch of the graph. (over) 3. Find the absolute minimum of p(x) on the indicated interval. Do without using a graphing tool. Show all work in finding the critical values on the interval and determining the sign of the derivative on the sub-intervals. ex/3 p(x)= on [1,∞). X Check by graphing on your calculator. If your answers do not conform, find and correct your error. DO NOT just change your answer.
Chapter6: Exponential And Logarithmic Functions
Section6.7: Exponential And Logarithmic Models
Problem 14TI: The half-life of plutonium-244 is 80,000,000 years. Find function gives the amount of carbon-14...
Question
respond to these.
![HW Supplement: Exponentials
Name
1. Find the derivatives. Show all work. Simplify your answers.
a.
f(x)=-
x
b. g(x)=e*+x²
c. f(t)=(t-1)e³1+2
(hint: product rule)
Doubling Time
2. Apply the Absolute Extrema Theorem to find the absolute extrema of k(x)=-
[1,5], accurate to 4 decimal places.
e* +e**
on
To find the critical points, you do not need to derive. You may use the CALC 3:min or 4:max
feature of your calculator. Provide a sketch of the graph.
(over)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff0aafe4d-d53d-4245-bfd6-73a95d183b3c%2F8d3a7c08-c091-4299-8a07-b3ac33affee6%2Fda0476b_processed.png&w=3840&q=75)
Transcribed Image Text:HW Supplement: Exponentials
Name
1. Find the derivatives. Show all work. Simplify your answers.
a.
f(x)=-
x
b. g(x)=e*+x²
c. f(t)=(t-1)e³1+2
(hint: product rule)
Doubling Time
2. Apply the Absolute Extrema Theorem to find the absolute extrema of k(x)=-
[1,5], accurate to 4 decimal places.
e* +e**
on
To find the critical points, you do not need to derive. You may use the CALC 3:min or 4:max
feature of your calculator. Provide a sketch of the graph.
(over)

Transcribed Image Text:3. Find the absolute minimum of p(x) on the indicated interval. Do without using a graphing
tool. Show all work in finding the critical values on the interval and determining the sign of
the derivative on the sub-intervals.
ex/3
p(x)=
on [1,∞).
X
Check by graphing on your calculator. If your answers do not conform,
find and correct your error. DO NOT just change your answer.
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