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If $ A $ is the area under the curve $ y = e^x $ from 1 to 3, use Exercise 27 to find a value of $ n $ such that $ R_n - A < 0.0001 $.

$n=10000 \cdot 2 \cdot\left(e^{3}-e\right)$

Calculus 1 / AB

Chapter 5

Integrals

Section 1

Areas and Distances

Integration

Campbell University

Baylor University

Boston College

Lectures

03:09

In mathematics, precalculu…

31:55

In mathematics, a function…

00:48

20. If $A$ is the area und…

01:01

Use a graph to give a roug…

00:50

00:27

00:46

Find the area under the cu…

00:41

01:52

Find the area of the regio…

03:10

03:44

07:04

So Exercise twenty seven tells you a row has made our minds. They will be less land B minus a over on half off being minus f off, eh? So you can estimate Unni, we want this to be last less than this. So we want this to be that zero point zero zero here one. So we want to find someone has to be greater than the inverse of this, which is Ah, I think it's ten thousand ten thousand B minus a F B minus half way. Which is ten thousand b minuses, too. From one to three sizes, too. Half demon surveys. He's e Q my C, and you can use your calculator, the federals and approximate number off this.

Numerade Educator

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