August 2018 1 78 Report
HALLAR LA DERIVADA DE LA FUNCIÓN DE
1)g(x)= In x^2
2)y= (In x)^4
3)y= In(x√x^2 - 1)
4)f(x)= In (x/ x^2 + 1)
5)g(t) = In t/ t^2
6)y= In (In x^2)
7)y=(2x - 7)^3
8)g(x)=3(4- 9x)^4
9)f(t)=√1-t
10)y=∛9x^2+4
11)y=2 ^4√4-x^2
12)y= 1/x - 2
13)f '(x)= 2arcsen(x-1)
14)g(x)=3 arccos x/2
15)f(x) arctan x/a
16)g(x)= arcsen 3x/x
17)h(t)=sen(arccos t)
18)y= x arccos x -√1 -x^2
19)y=1/2(1/2 In x+1/x-1 + arctan x)
20)y=1/2[x√4-x^2 + 4 arcsen (x/2)]
21)y= x arcsen x + √1- x^2
22)6(2x-7)^2
23)1/2(1-t)^-1/2 (-1)=-1/(2√1 - t

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