WorksheetsCADENA, EXPONENCIAL, LOG, TRIGONOMÉTRICAS
Total questions: 10
Worksheet time: 9mins
La derivada de f(x)=2x+3 es
2x+31
22x+31
2x+32
Si la función f(x)=(x2−x+2)4 , hallar f´(0)
64
-32
20
-16
La derivada de la función
4sen2(3x−1)+3cos(2x+1) es:
12sen(3x-1)cos(3x-1)
-8sen(3x-1)cos(3x-1)
12sen(3x-1)
24cos(3x-1)
La derivada de sen(4x+5)
4 cos(x)
cos(4x+5)
-cos(4x+5)
4cos(4x+5)
Derivar
f(x)=2ex5
f´(x)=2x4 ex5
f´(x)=5x4 ex5
f´(x)=10x4 ex5
f´(x)=ex5
Derivar
f(x)=8x2+1
f´(x)=2 In8
f´(x)=2x In8
f´(x)=16xx2+1 ⋅In 16
f´(x)=8x2+1 ⋅ In 8 ⋅2x
Deriva y simplifica: y=ln(x−1x+1)
y=(x−1)2−2x
y=(x+1)(x−1)−1
y=x2−1−2
y=x+1−1
Derivar
f(x)=Ln (sen x)
f´(x)=sen x1
f´(x)=cos x1
f´(x)=Cot x
f´(x)=Tan x
Derivar
f(x)=log5 (x2)
f´(x)=x Ln 52
f´(x)=5x 2 Ln 22x
f´(x)=2 Ln 5x
f´(x)=x Ln 51
Hallar la derivada de f(x)=(3x2−5x)3
(18x−15)2(3x2−5x)2
(18x−15)(3x2−5x)2
(18x−15)(3x2−5x)3
(18x−15)(3x−5)2
