S_sem1_ses2_derivadas.pdf
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CΓ‘lculo aplicado a la fΓsica 2
Derivadas SEMANA 02
SesiΓ³n 02
Calcule la derivada de las siguientes funciones: 1. π(π₯) = (π₯ 3 + π₯)(π₯ 3 + π₯ 4 ) π₯ 4 β1
2. π(π₯) = π₯ 4 β1 3. π(π₯) = (8π₯ 3 β 5π₯)(13π₯ 3 + 4) 4. π(π₯) =
8π₯ 2 β6π₯+11 π₯β1 4π₯β5
5. π(π₯) = 3π₯+2 6. π(π₯) = (5π₯ β 4)2 7. π(π₯) = β7π₯ 2 β 6π₯ + 3 8. π(π₯) = (2βπ‘ + 1)(π‘ 2 + 3) para x = 1,0 9. π(π₯) = cosβ‘(3π₯ 2 β π₯) para x = 0 10. π(π₯) = (π₯ β β1 β π₯ 2 )
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Derivadas SEMANA 02
SesiΓ³n 02
Calcule la derivada de las siguientes funciones: 1. π(π₯) = (π₯ 3 + π₯)(π₯ 3 + π₯ 4 ) π₯ 4 β1
2. π(π₯) = π₯ 4 β1 3. π(π₯) = (8π₯ 3 β 5π₯)(13π₯ 3 + 4) 4. π(π₯) =
8π₯ 2 β6π₯+11 π₯β1 4π₯β5
5. π(π₯) = 3π₯+2 6. π(π₯) = (5π₯ β 4)2 7. π(π₯) = β7π₯ 2 β 6π₯ + 3 8. π(π₯) = (2βπ‘ + 1)(π‘ 2 + 3) para x = 1,0 9. π(π₯) = cosβ‘(3π₯ 2 β π₯) para x = 0 10. π(π₯) = (π₯ β β1 β π₯ 2 )
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