Consider the function f (x) =sin (x) + 1. What is the estimate of the area between the curve and the X-axis using rectangular approximations and the given sample points from each subinterval (see below) on the interval -5, –? Sample Points Subintervals [-5, – 4) [-4,-) [-,-4) [-4,-2] [-2, – {) 一一 17 -4. 817 17 7 -4. 166 2. 7 11 -2. 995 2 11 -2. 697 -1. 518 5 1 -1.010 Note: Round to the nearest thousandth.

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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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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Consider the function f (x) =sin (x) + 1.
What is the estimate of the area between the curve and the X-axis using
rectangular approximations and the given sample points from each subinterval (see below) on
the interval -5, –?
Sample Points
Subintervals
[-5, – 4)
[-4,-)
[-,-4)
[-4,-2]
[-2, – {)
一一
17
-4. 817
17
7
-4. 166
2.
7
11
-2. 995
2
11
-2. 697
-1. 518
5
1
-1.010
Note: Round to the nearest thousandth.
Transcribed Image Text:Consider the function f (x) =sin (x) + 1. What is the estimate of the area between the curve and the X-axis using rectangular approximations and the given sample points from each subinterval (see below) on the interval -5, –? Sample Points Subintervals [-5, – 4) [-4,-) [-,-4) [-4,-2] [-2, – {) 一一 17 -4. 817 17 7 -4. 166 2. 7 11 -2. 995 2 11 -2. 697 -1. 518 5 1 -1.010 Note: Round to the nearest thousandth.
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