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INTEGRACION DE FUNCIONES EXPONENCIALES Y TRIGONOMETRICAS
1) ∫ -5 sen x dx =
2) ∫ (2x 3 + 5 cos x) dx =
3) ∫ (sen x – cos x) dx =
4) ∫ (x2 – 2 cos x) dx =
5) ∫ (2 sen x + 3 cos x) dx =
6) ∫ (x2 – sen x) dx =
7) ∫ (1 – csc x cot x) dx =
8) ∫ (x2 + sec2 x) dx =
9) ∫ (sec2 x – sen x) dx =
10) ∫ [sec x (tan x – sec x)] dx =
11) ∫ (4x – 3 sen x) dx =
12) ∫ (5 cos x – 2 sec2 x) dx =
13) ∫ (5 sec x tan x) dx =
14) ∫ sen 2x dx =
15) ∫ sen πx dx =
16) ∫ cos ½x dx =
17) ∫ 7 sen ⅓x dx =
18) ∫ x sen x2 dx =
19) ∫ cos 6x dx =
20) ∫ x sen 3x2 dx =
21) ∫ x cos x2 dx =
22) ∫ 3 cos 5x dx =
23) ∫ (2 cos 2x – 3 sen 3x) dx =
24) ∫ cos (4x – 3) dx =
25) ∫ 3 sen 4x dx =
2) ∫ (2x 3 + 5 cos x) dx =
3) ∫ (sen x – cos x) dx =
4) ∫ (x2 – 2 cos x) dx =
5) ∫ (2 sen x + 3 cos x) dx =
6) ∫ (x2 – sen x) dx =
7) ∫ (1 – csc x cot x) dx =
8) ∫ (x2 + sec2 x) dx =
9) ∫ (sec2 x – sen x) dx =
10) ∫ [sec x (tan x – sec x)] dx =
11) ∫ (4x – 3 sen x) dx =
12) ∫ (5 cos x – 2 sec2 x) dx =
13) ∫ (5 sec x tan x) dx =
14) ∫ sen 2x dx =
15) ∫ sen πx dx =
16) ∫ cos ½x dx =
17) ∫ 7 sen ⅓x dx =
18) ∫ x sen x2 dx =
19) ∫ cos 6x dx =
20) ∫ x sen 3x2 dx =
21) ∫ x cos x2 dx =
22) ∫ 3 cos 5x dx =
23) ∫ (2 cos 2x – 3 sen 3x) dx =
24) ∫ cos (4x – 3) dx =
25) ∫ 3 sen 4x dx =
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hernanquiroz |
Latest page update: made by hernanquiroz
, Feb 27 2008, 12:59 PM EST
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