Ayuda por favor, necesito procedimiento y resultado de cada uno, para que así pueda avanzar con otros.
Respuestas a la pregunta
Explicación:
1) f(x)=x²-4x
f(x)=2x-4
2)f(x)=-3x²+4x
f(x)=-6x+4
3)5t³-4t²-3t+1
f(x)=15t²-8t-3
4)f(s)=as²+bs+c
f(x)=2as+b
5)f(x)=πx
f(x)=π
6)f(t)=√t
f(t)=(t)1/²
v=t
dv=1
f(t)=1/2(t)1/²(1)
f(t)=1/2(t)1/²
7)f(x)=(x^-1+2)(x²+3)
u=x^-1+2
du=-1x^-2
v=x²+3
dv=2x
f(x)=(x^-1+2)(2x)+(x²+3)(-1x^-2)
f(x)=2x+4x-1x-3x^-2
f(x)=7x-3x^-2
f(x)=7x-3/x²
8)f(t)=(t^4+3t³-5t²-6t-1)(2t+1)
u=t^4+3t³-5t²-6t-1
du=4t³+9t²-10t-6
v=2t+1
dv=2
f(t)=(t^4+3t³-5t²-6t-1)(2)+(2t+1)(4t³+9t²-10t-6)
f(t)=2t^4+6t³-10t²-12t-2+8t^4+18t³-20t²-12t+4t³+9t²-10t-6
f(t)=10t^4+28t³-21t²-34t-8
f(t)=-34t-21t²+28t³+10t^4-8
9)f(x)=(4x²+7x³+2)(3x²+1)
u=4x^5+7x³+2
du=20x^4+21x²
v=3x²+1
dv=6x
f(x)=(4x²+7x³+2)(6x)+(3x²+1)(20x^4+21x²)
f(x)=24x^6+42x^4+12x+60x^6+20x^4+63^4+21x²
f(x)=84x^6+125x^4+12x+21x²
f(x)=12x+21x²+125x^4+84x^67)f(x)=(x^-1+2)(x²+3)
u=x^-1+2
du=-1x^-2
v=x²+3
dv=2x
f(x)=(x^-1+2)(2x)+(x²+3)(-1x^-2)
f(x)=2x+4x-1x-3x^-2
f(x)=7x-3x^-2
f(x)=7x-3/x²
10)f(t)=(x+1)(x-1)(x²-1)¿?
11)f(s)=(3s-1)(2s²+7)
u=3s-1
du=3
v=2s²+7
dv=4s
f(s)=(3s-1)(4s)+(2s²+7)(3)
f(s)=140s-4s+6s²+21
f(s)=156s+6s²+21
12)f(x)=x+1/x-1
u=x+1
du=1
v=x-1
dv=1
f(x)=(x-1)(1)-(x+1)(1)/(x-1)²
f(x)=x-1-x1+1/(x-1)²
f(x)=(x-1)²
13)f(x)=x³-1/x
u=x³-1
du=3x²
v=x
dv=1
f(x)=(x)(3x²)-(x³-1)(1)/x²
f(x)=2x³-1/x²
14)f(x)=2x+3/x²-2
u=2x+3
du=2
v=x²-2
dv=2x
f(x)=(x²-2)(2)-(2x+3)(2x)/(x²-2)²
f(x)=2x²-4-4x²+6x/(x²-2)²
f(x)=6x-2x²-4/(x²-2)²
15)¿?
16)¿?.