In Problems 1–8 , use geometric formulas to find the unsigned area between the graph of y = f ( x ) and the x axis over the indicated interval . (If necessary, see the endpapers at the back of the book.) 8. f ( x ) = − 25 − x 2 ; [ − 5 , 5 ]
In Problems 1–8 , use geometric formulas to find the unsigned area between the graph of y = f ( x ) and the x axis over the indicated interval . (If necessary, see the endpapers at the back of the book.) 8. f ( x ) = − 25 − x 2 ; [ − 5 , 5 ]
Solution Summary: The author explains how to find the area between the curves and x -axis using geometric formula.
In Problems 1–8, use geometric formulas to find the unsigned area between the graph of y = f(x) and the x axis over the indicated interval. (If necessary, see the endpapers at the back of the book.)
-46. Combining po
Use the geometric series
The
f(x) =
1
Ex, for x
< 1,
1- x
k=0
to find the power series representation for the following functions
(centered at 0). Give the interval of convergence of the new series.
2.
Let P(t) represent the population of Los Angeles t years after 1900.
(a)
Interpret P(10) = 319, 198 in words.
P(10) - Р(0)
(b)
Given that P(0) = 102, 479 and P(10) = 319, 198, calculate and interpret
10 – 0
in words.
(c)
of Los Angeles reached 200,000.
Set up an equation that could be used to find how many years after 1900 the population
.2
Let f(x)
After simplifying,
(f o g)(x) =
4x + 5 and g(x) = 2x + 4x.
%3D
Chapter 5 Solutions
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