DIFFERENTIATION FORMULA INTEGRATION FORMULA 1. =1 A-r --» fr de = C (r+-1) 2. 3. 4 (sin x] = cos x dx cos x dx = sin x +C [-cos x] = sin x sin x dx = -cos x+ C 5. (tan x) = sec? x Jsec? x dr = tan x + C dx 6. l-cot x] = csc²x = -cot x+C 7. (sec x] = sec x tan x sec x tan x dx = sec x+ C

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Please to which lessons do you develop these laws?

DIFFERENTIATION FORMULA
INTEGRATION FORMULA
1. 11 =1
2.
dx
+C
r+1
3. 4 (sin x] = cos x
dx
cos x
sx dx = sin x+ C
4. 41-cos x] = sin x
dx
sin x dx = -cosx+ C
d
Ssec? x dr = tan x + C
5. (tan x] = sec²x
xp
6. 1-cot x] = csc²x
x dx = -cot xr+C
dx
7. 4(sec x] = sec x tan x
sec x tan x dx = sec x+C
Transcribed Image Text:DIFFERENTIATION FORMULA INTEGRATION FORMULA 1. 11 =1 2. dx +C r+1 3. 4 (sin x] = cos x dx cos x sx dx = sin x+ C 4. 41-cos x] = sin x dx sin x dx = -cosx+ C d Ssec? x dr = tan x + C 5. (tan x] = sec²x xp 6. 1-cot x] = csc²x x dx = -cot xr+C dx 7. 4(sec x] = sec x tan x sec x tan x dx = sec x+C
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