HW Supplement: The Fundamental Theorem of Calculus Name Paul a Gonzalez 1. Find the exact area under the curve of f(x)=√x between x=1 and x=5. vbiad ar griber F(x) = 5's — 2 x ½ 2 F(5)-F(1) = 6.787 50+02:00 wod gribasqa tarona 2. Use your graphing calculator to find an estimate for the area in #1, above. Type the function in Y1=, graph the function. Use 2nd CALC 7: S. Input the limits 1 and 5. Write your answer to 4 decimal places below. If your answers in #1 and #2 do not conform, find and correct your error. 3. What is the difference between the following two problems 3a & 3b? What is similar? Which problem uses the Fundamental Theorem of Calculus? YOU Solve each of the problems. 3a. The resale value of industrial printers decreases over a 10-year period. When a machine is x years old, the value is changing at the rate of 220(x-10) dollars per year. By how much does a printer depreciate in 2nd year? hoot sd auoq 000 Dive dana 3b. The resale value of industrial printers decreases over a 10-year period. When a machine is x years old, the value is changing at the rate of 220(x-10) dollars per year. For a printer that is $11,000 new (x=0), how much is it worth after 5 years?
HW Supplement: The Fundamental Theorem of Calculus Name Paul a Gonzalez 1. Find the exact area under the curve of f(x)=√x between x=1 and x=5. vbiad ar griber F(x) = 5's — 2 x ½ 2 F(5)-F(1) = 6.787 50+02:00 wod gribasqa tarona 2. Use your graphing calculator to find an estimate for the area in #1, above. Type the function in Y1=, graph the function. Use 2nd CALC 7: S. Input the limits 1 and 5. Write your answer to 4 decimal places below. If your answers in #1 and #2 do not conform, find and correct your error. 3. What is the difference between the following two problems 3a & 3b? What is similar? Which problem uses the Fundamental Theorem of Calculus? YOU Solve each of the problems. 3a. The resale value of industrial printers decreases over a 10-year period. When a machine is x years old, the value is changing at the rate of 220(x-10) dollars per year. By how much does a printer depreciate in 2nd year? hoot sd auoq 000 Dive dana 3b. The resale value of industrial printers decreases over a 10-year period. When a machine is x years old, the value is changing at the rate of 220(x-10) dollars per year. For a printer that is $11,000 new (x=0), how much is it worth after 5 years?
Big Ideas Math A Bridge To Success Algebra 1: Student Edition 2015
1st Edition
ISBN:9781680331141
Author:HOUGHTON MIFFLIN HARCOURT
Publisher:HOUGHTON MIFFLIN HARCOURT
Chapter10: Radical Functions And Equations
Section: Chapter Questions
Problem 9CR
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Transcribed Image Text:HW Supplement: The Fundamental Theorem of Calculus
Name Paul a Gonzalez
1. Find the exact area under the curve of f(x)=√x between x=1 and x=5. vbiad ar griber
F(x) = 5's — 2 x ½ 2
F(5)-F(1) = 6.787
50+02:00 wod gribasqa tarona
2. Use your graphing calculator to find an estimate for the area in #1, above. Type the function
in Y1=, graph the function. Use 2nd CALC 7: S. Input the limits 1 and 5. Write your answer to
4 decimal places below. If your answers in #1 and #2 do not conform, find and correct your
error.
3. What is the difference between the following two problems 3a & 3b? What is similar?
Which problem uses the Fundamental Theorem of Calculus?
YOU
Solve each of the problems.
3a. The resale value of industrial printers decreases over a 10-year period. When a machine is x
years old, the value is changing at the rate of 220(x-10) dollars per year. By how much does a
printer depreciate in 2nd year?
hoot
sd
auoq 000
Dive dana
3b. The resale value of industrial printers decreases over a 10-year period. When a machine is x
years old, the value is changing at the rate of 220(x-10) dollars per year. For a printer that is
$11,000 new (x=0), how much is it worth after 5 years?
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