1. Approximate with Riemann sums the area between the curve of the given function and the x axis, using the number of partitions indicated, in the given interval, in each case make the graph. a) f(x) = In|x + 11, [0,6], n = 12, Right b) f(x)=√x² +9, [0,4], n = 8. left c) f(x) = +3 [1,4], n = 6
1. Approximate with Riemann sums the area between the curve of the given function and the x axis, using the number of partitions indicated, in the given interval, in each case make the graph. a) f(x) = In|x + 11, [0,6], n = 12, Right b) f(x)=√x² +9, [0,4], n = 8. left c) f(x) = +3 [1,4], n = 6
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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![1. Approximate with Riemann sums the area between the curve of the given
function and the x axis, using the number of partitions indicated, in the given
interval, in each case make the graph.
a) f(x) = In|x + 11, [0,6], n = 12, Right
b) f(x)=√x² +9, [0,4], n=8, left
c) f(x) = +3 [1,4], n = 6](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F6b3a0e1c-a71c-43f9-a179-04d07bc4ab87%2F70fd37b9-7eb6-4b3e-8cb9-7f32676f212e%2F2scljew_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1. Approximate with Riemann sums the area between the curve of the given
function and the x axis, using the number of partitions indicated, in the given
interval, in each case make the graph.
a) f(x) = In|x + 11, [0,6], n = 12, Right
b) f(x)=√x² +9, [0,4], n=8, left
c) f(x) = +3 [1,4], n = 6
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