x" dx S -dx X cos xdx sin xdx c xdx sec² secx tan xdx S Sesc² S So ex dx cscx cot xdx csc xdx bx dx 1 √₁-x² 1 1+x² Ss -dx -dx In xdx = sec xdx Antiderivatives

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section2.3: Quadratic Equations
Problem 51E
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Calculus II

Sx
x dx
1
=dx
X
cos xdx
sin xdx
Sse
sec xdx
sec x tan xdx
CSC x cot xdx
Ses
2
CSC xdx
ex dx
√b²dx
1
√₁=x²²
2
1
Sin
1 + x
2
-dx
=dx
In xdx =
secxdx
Antiderivatives
Transcribed Image Text:Sx x dx 1 =dx X cos xdx sin xdx Sse sec xdx sec x tan xdx CSC x cot xdx Ses 2 CSC xdx ex dx √b²dx 1 √₁=x²² 2 1 Sin 1 + x 2 -dx =dx In xdx = secxdx Antiderivatives
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