For a non-negative function f(x), an approximating formula for the area under curve using a uniform partitioning is: Area = f(c) Ax =1 Match the parts of the formula with what they represent. 1. The number of rectangles used. Ci 4 2. The height of the ith rectangle. n 3. The width of the ith rectangle. Ax f(c₁) 4. An input value within the ith sub- interval. 1 V 3 2 v

College Algebra
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ISBN:9781938168383
Author:Jay Abramson
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Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
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For a non-negative function f(x), an approximating formula for the area under curve
using a uniform partitioning is: Area~ ₁=₁ f (c₂) Ax
Match the parts of the formula with what they represent.
1. The number of rectangles used.
Ci
4
2. The height of the ith rectangle.
n
3. The width of the ith rectangle.
Ax
f(ci)
4. An input value within the ith sub-
interval.
1
3
2
>
Transcribed Image Text:For a non-negative function f(x), an approximating formula for the area under curve using a uniform partitioning is: Area~ ₁=₁ f (c₂) Ax Match the parts of the formula with what they represent. 1. The number of rectangles used. Ci 4 2. The height of the ith rectangle. n 3. The width of the ith rectangle. Ax f(ci) 4. An input value within the ith sub- interval. 1 3 2 >
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