Thomas' Calculus Early Transcendentals (Single Variable, Chs. 1-11)Addison Wesley, 2005 - 984 oldal |
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5. oldal
... sinh ax dx = cosh ax + C sinh ― m n + 1 ax [ be dx = 1 bat + a ln + C , b > 0 , b 1 x " eax dx = = = x " eax • - / eax a2 + b2 xn - 1eax dx ( a sin bx x + C - - b cos bx ) + C Sear sin bx dx = 109 . Jin ax In ax dx = x ln ax - √ √x ...
... sinh ax dx = cosh ax + C sinh ― m n + 1 ax [ be dx = 1 bat + a ln + C , b > 0 , b 1 x " eax dx = = = x " eax • - / eax a2 + b2 xn - 1eax dx ( a sin bx x + C - - b cos bx ) + C Sear sin bx dx = 109 . Jin ax In ax dx = x ln ax - √ √x ...
4. oldal
... sinh ax dx = cosh ax + C 112 . J = ln ln ax + C 114 . Jcosh x ln ax cosh ax dx = 1 sinh ax + C 116 . / co cosh2 ax dx = sinh 2ax 4a + + C / si sinh ? ax dx = sinh 2ax 4a - + C 2 / si sinh ” ax dx na = sinh ” -1 ax cosh ax cosh " ax dx cosh ...
... sinh ax dx = cosh ax + C 112 . J = ln ln ax + C 114 . Jcosh x ln ax cosh ax dx = 1 sinh ax + C 116 . / co cosh2 ax dx = sinh 2ax 4a + + C / si sinh ? ax dx = sinh 2ax 4a - + C 2 / si sinh ” ax dx na = sinh ” -1 ax cosh ax cosh " ax dx cosh ...
4. oldal
... sinh sinh ax dx = cosh ax + C 114 . Jcosh a 1 cosh ax dx = sinh ax + C 115 . I si sinh ? ax dx = sinh 2ax 4a - + C 116 . cosh2 ax dx = sinh 2ax 4a 44 C sinh ” -1 117 . sinh ” ax dx = ax cosh ax na - n - n リ n- 1 + n sinh ” -2 ax dx , n ...
... sinh sinh ax dx = cosh ax + C 114 . Jcosh a 1 cosh ax dx = sinh ax + C 115 . I si sinh ? ax dx = sinh 2ax 4a - + C 116 . cosh2 ax dx = sinh 2ax 4a 44 C sinh ” -1 117 . sinh ” ax dx = ax cosh ax na - n - n リ n- 1 + n sinh ” -2 ax dx , n ...
Tartalomjegyzék
Limits and Continuity | 67 |
Differentiation | 144 |
Applications of Derivatives | 264 |
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