A) f´(x)=(x-3)/(x2-6x+1)3/2 B) f´(x)=(x-3)/(x2-6x+1)1/2 C) f´(x)=(x-3)(x2-6x+1)1/2 D) f´(x)=(x-3)(x2-6x+1)3/2
A) f´(x)=(45x4+6x)/(2(9x5+3x2-8))3/2 B) f´(x)=(45x4+6x)(2(9x5+3x2-8))1/2 C) f´(x)=(3/2x)(15x3+6)/(9x5+3x2-8)1/2 D) f´(x)=(3/2x)(15x3+6)/(9x5+3x2-8)5/2
A) f´(x)=6x2(x3-5)5 B) f´(x)=x2(x3-5)7 C) f´(x)=3x2(x3-5)5 D) f´(x)=18x2(x3-5)5
A) f´(x)=(13/7)/(-8x-3)(-4x2-3x+11)12/7 B) f´(x)=-(13/7)(8x+3)(-4x2-3x+11)6/7 C) f´(x)=(13/7)(-8x-3)(-4x2-3x+11)12/7 D) f´(x)=(13/7)(8x+3)/(4x2+3x-11)6/7
A) f´(x)=-(24x7-35x4+6)(3(3x8-7x5+6x))2/3 B) f´(x)=-(1/3)(24x7-35x4+6)/(3x8-7x5+6x)4/3 C) f´(x)=(24x7-35x4+6)/(3(3x8-7x5+6x))5/3 D) f´(x)=(1/3)(24x7-35x4+6)/(3x8-7x5+6x)1/2
A) f´(x)=(56x6-13)/(8x7-13x)2/5 B) f´(x)=(3/5)(56x6-13)/(8x7-13x) C) f´(x)=(5/3)(56x6-13)/(8x7-13x)5/2 D) f´(x)=(3/5)(56x6-13)/(8x7-13x)2/5
A) f´(x)=8(5/6x4+1/3x2+1)(1/6x5+1/9x3+x-10)6 B) f´(x)=(5/6x4+1/3x2+1)(1/6x5+1/9x3+x-10)6 C) f´(x)=8(5/6x4+1/3x2+1)(1/6x5+1/9x3+x-10)7 D) f´(x)=(5/6x4+1/3x2+1)(1/6x5+1/9x3+x-10)7
A) f´(x)=6x2sin(x3)cos(x3) B) f´(x)=6x2sin(2x2)cos(2x2) C) f´(x)=3x2sin(2x3)cos(2x3) D) f´(x)=3x2sin(x2)cos(x2)
A) f´(x)= xsen(x2)sec2[cos(x2)] B) f´(x)=- 2sen(x2)sec2[cos(x2)] C) f´(x)= - 2xsen(x2)sec2[cos(x2)] D) f´(x)=- 2xsen(2x)sec2[cos(2x)]
A) f´(x)= - x2sec(7x3)tan(7x3 B) f´(x)=21x2sec(7x3)tan(7x3) C) f´(x)= - 21sec(21x2)tan(21x2) D) f´(x)= 21x2sec(21x2)tan(21x2 |