(16) (sqrt (x)-x)/(x^3/2) (17) 4x^5-6x^3+7x^2+18 (18) sqrt (x^2+2x+1)-sqrt (x^2-2x+1) (19) f(x)=2x^2-16x+35 (20) g(t)=(t)/(t+1) (21) R(z)=sqrt (5z-8) (22) R(z)=sqrt (5z-8) (23) f(x)=(4x-8)/(sqrt (x)) (24) f(x)=15x^100-3x^12+5x-46 (25) g(t)=2t^6-7t^-6 (26) y=8z^3-(1)/(3z^5)+z-23 (27) T(x)=sqrt (x)+9x^7/3-(2)/(x^2/5) (28) y=x^2/3(2x-x^2) h(t)=(2t^5+t^2-5)/(t^2) (30) h(x)=(4sqrt (x))/(x^2)-2 (31) P(t)=(sint)/(3-2cost) (32) R(w)=4^w-5log_(9)w (33) f(x)=3e^x+10x^3lnx (34) y=(5e^x)/(3e^x)+1 (35) f(t)=4cos^-1t-10tan^-1t (36) y=sqrt (z)sin^-1z (37) f(x)=sin(3x^2+x) (38) h(w)=e^w^(4-3w^2+9) (39 g(x)=ln(x^-4+x^4) (40) f(x)=e^g(x) (41) f(x)=ln(g(x)) (42) y=((x^3+4)^5)/((1-2x^2))^(3) (43) f(x)=sqrt (2y+(3y+4y^2)^3)

Question

(16) (sqrt (x)-x)/(x^3/2) (17) 4x^5-6x^3+7x^2+18 (18) sqrt (x^2+2x+1)-sqrt (x^2-2x+1) (19) f(x)=2x^2-16x+35 (20) g(t)=(t)/(t+1) (21) R(z)=sqrt (5z-8) (22) R(z)=sqrt (5z-8) (23) f(x)=(4x-8)/(sqrt (x)) (24) f(x)=15x^100-3x^12+5x-46 (25) g(t)=2t^6-7t^-6 (26) y=8z^3-(1)/(3z^5)+z-23 (27) T(x)=sqrt (x)+9x^7/3-(2)/(x^2/5) (28) y=x^2/3(2x-x^2) h(t)=(2t^5+t^2-5)/(t^2) (30) h(x)=(4sqrt (x))/(x^2)-2 (31) P(t)=(sint)/(3-2cost) (32) R(w)=4^w-5log_(9)w (33) f(x)=3e^x+10x^3lnx (34) y=(5e^x)/(3e^x)+1 (35) f(t)=4cos^-1t-10tan^-1t (36) y=sqrt (z)sin^-1z (37) f(x)=sin(3x^2+x) (38) h(w)=e^w^(4-3w^2+9) (39 g(x)=ln(x^-4+x^4) (40) f(x)=e^g(x) (41) f(x)=ln(g(x)) (42) y=((x^3+4)^5)/((1-2x^2))^(3) (43) f(x)=sqrt (2y+(3y+4y^2)^3)

Answer 1

(16)

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(17)

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(18)

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(19)

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(20)

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(21)

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(22)

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(23)

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(24)

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(25)

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(26)

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(27)

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(28)

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(29)

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(30)

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(31)

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(32)

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(33)

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(34)

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(35)

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(36)

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(37)

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(38)

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(39)

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(40)

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(41)

Resposta: $f(x)=ln

Question

Solution

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