Calculo

Ayudantía Mat.-333-402
Calculo Diferencial e Integral



1. - Usando la definición de derivada calcular [pic] sí:

a) [pic] R: [pic]
b) [pic]R: [pic]
c) [pic] R: [pic]
d) [pic] R: [pic]
e) [pic]R: [pic]

2. - Usando propiedades de derivación encuentre [pic] sí:
a) [pic] R: [pic]
b) [pic]R: [pic]
c) [pic] R: [pic]
d) [pic] R: [pic]
e) [pic] R:[pic]
f) [pic] R: [pic]
g) [pic] R: [pic]
h) [pic] R: [pic]
i) [pic]R: [pic]
j) [pic] R: [pic]


k) [pic] R: [pic]
l) [pic]R: [pic]
m) [pic] R: [pic]

n) [pic] R: [pic]

ñ) [pic] R: [pic]

o) [pic]R: [pic]

p) [pic] R: [pic]
q) [pic] R: [pic]
r) [pic]R: [pic]
s) [pic] R: [pic]
t) [pic] R: [pic]
u) [pic] R: [pic]

v) [pic]R: [pic]

w) [pic] R: [pic]

x) [pic] R: [pic]

y) [pic]...