Chapter 3.4: partial fractions

0.0(0)
studied byStudied by 1 person
learnLearn
examPractice Test
spaced repetitionSpaced Repetition
heart puzzleMatch
flashcardsFlashcards
Card Sorting

1/7

encourage image

There's no tags or description

Looks like no tags are added yet.

Study Analytics
Name
Mastery
Learn
Test
Matching
Spaced

No study sessions yet.

8 Terms

1
New cards
<p>Solve the following problem. Pay attention to the degrees!</p>

Solve the following problem. Pay attention to the degrees!

-2x - ln|1-x| + (ln|x²+9|)/2 + (arctan(x/3)/2 —→ See page 15 to 16 on week 6 pdf

2
New cards
<p>Solve both problems.</p>

Solve both problems.

i) 1/3(ln|x³+6x|) + c ii) 2ln|x| + 1/2(ln|x²+6| + 3/sqr(6) * arctan(x/sqr(6)) + c ——> See pg 18-19, week 6 pdf

3
New cards
<p>Solve the problem</p>

Solve the problem

a) sin²(2x)/4 + c. b) -cos(4x)/8 + c. c) they are equivalent, by proving that sin²(2x)/4 + c = -cos(4x)/8 + 1/8 which is more or less the same as -cos(4x)/8 + c.

<p>a) sin²(2x)/4 + c. b) -cos(4x)/8 + c. c) they are equivalent, by proving that sin²(2x)/4 + c = -cos(4x)/8 + 1/8 which is more or less the same as -cos(4x)/8 + c. </p>
4
New cards
<p>Solve the problem</p>

Solve the problem

See answer

<p>See answer</p>
5
New cards
<p>Evaluate the indefinite integral</p>

Evaluate the indefinite integral

See answer

<p>See answer</p>
6
New cards
<p>Evalue the indefinite integral</p>

Evalue the indefinite integral

See answer

<p>See answer</p>
7
New cards
<p>Evaluate the indefinite integral (hint: apply u-sub first)</p>

Evaluate the indefinite integral (hint: apply u-sub first)

See answer

<p>See answer</p>
8
New cards