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How many points of inflection does the function #f(x) = (pi/3)^((x^3)8)# have?

How do you simplify #sqrt(12x^2y^3) sqrt(27x^4y) #?

How do you find the inflection points of the graph of the function: #f(x)=x^46x^3#?

How do you prove the identity #(tan x + sec x  1) / (tan x  sec x +1) = tan x + sec x#?

How do you solve #cos^2x  sin^2x=sqrt3/2#?

How do use the first derivative test to determine the local extrema #y=x(sqrt(8x^2))#?

What is the derivative of #(e^xe^x)/(e^x+e^x)#?

What is the inverse function of #f(x)= absx + 1#?

How do you find the domain and range of #f(x)=x^2  6x  10#?

How do you solve #sin(x+60°) + cos(x+30°) = 1/2# in the range 0° < x < 360°?

How do you find the general solutions for #sqrt{3}(sin(x)) + cos(x) = 1#?

Question #85911

How do you find the inflection points of the graph of the function: # f(x) = (6x)/(x^2 + 16)#?

How do you calculate the derivative of #intarctan t dt # from #[2,1/x]#?

How do you find the 4th term in the binomial expansion for #(x  10z)^7#?

How do you solve for x for #ln1  lne = x#?

How do you find the general solutions for #cot^2 x +csc x = 1#?

Question #24247

What is the nth derivative of #sin (ax +b)cos(ax+b)#?

How do you prove # cotA+tan2A= cotAsec2A#?

How do you graph and find the discontinuities of #y=(4x3)/(x2)#?

How do you solve #x''(t)+x3=0#?

How do you calculate the derivative of #int5(sin(t))^5 dt# from #[e^x,5]#?

What is the domain and range of #(x1)/(x4)#?