derivative of e^x^3 d/dx ln(x) f(x) is decreasing derivative of 3x derivative of cos sin^2x= cot(x)= dy/dx of y^2 derivative of (x^2)^2 csc(x)= Velocity of x=2x+1 at x=3 sec(x)= dy/dx of xy=1 derivative of e^3x cos^2x= dy/dx of y=1 tan^2x+1= derivative of sin derivative of x^2*2x derivative of 2y Velocity of x=2x^2+1 at x=1 d/dx logb(x) f(x) is increasing Sin^2x+ cos^2x derivative of e^x^3 d/dx ln(x) f(x) is decreasing derivative of 3x derivative of cos sin^2x= cot(x)= dy/dx of y^2 derivative of (x^2)^2 csc(x)= Velocity of x=2x+1 at x=3 sec(x)= dy/dx of xy=1 derivative of e^3x cos^2x= dy/dx of y=1 tan^2x+1= derivative of sin derivative of x^2*2x derivative of 2y Velocity of x=2x^2+1 at x=1 d/dx logb(x) f(x) is increasing Sin^2x+ cos^2x
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derivative of e^x^3
d/dx ln(x)
f(x) is decreasing
derivative of 3x
derivative of cos
sin^2x=
cot(x)=
dy/dx of y^2
derivative of (x^2)^2
csc(x)=
Velocity of x=2x+1 at x=3
sec(x)=
dy/dx of xy=1
derivative of e^3x
cos^2x=
dy/dx of y=1
tan^2x+1=
derivative of sin
derivative of x^2*2x
derivative of 2y
Velocity of x=2x^2+1 at x=1
d/dx logb(x)
f(x) is increasing
Sin^2x+
cos^2x