Christopher Agresta
Calculus teacher | Verified Expert
I specialize in Calculus, holding a degree from Scripps College. With a passion for mathematics and a knack for simplifying complex concepts, I guide students through the intricacies of calculus with clarity and enthusiasm. My approach emphasizes problem-solving skills and fosters a deep understanding of mathematical principles. Let's tackle calculus together and unlock its beauty and power.
Questions
How do you use the chain rule to differentiate #f(x)=sin(x^2)/(x^4-3x)^4#?
How do you find a tangent line parallel to secant line?
How do you find the derivative of #Cos^4(2x)#?
How do you use the chain rule to differentiate #y=root3(-2x^4+5)#?
How do you find dy/dx for the function; cos(x^2+2Y)+xe^Y^2=1?
What is the average value of a function #y=6/x# on the interval #[1,e]#?
How do you find the integral of #int csc^4(x) cot^6(x) dx#?
How do you use implicit differentiation to find dy/dx given #xy+y=sinx#?
How do you differentiate #f(x)=(sin2x^2)/4# using the chain rule?
How do I evaluate the indefinite integral #intsin^2(2t)dt# ?
What is the arclength of #f(t) = (-2(t+3)^3,(t-2)^2)# on #t in [1,2]#?
What is the equation of the line tangent to #f(x)= 12x+4 # at #x=7#?
How do you evaluate #(sin^3x+cos^3x )/( cosx + sinx)# as x approaches #3pi/4#?
How do you evaluate the integral of #int (dt)/(t-4)^2# from 1 to 5?
What is #F(x) = int e^(x-2) +x^2 dx# if #F(0) = 1 #?
How do you find the points of intersection of #r=3(1+sintheta), r=3(1-sintheta)#?
What is the instantaneous rate of change of #f(x) = e^x# when #x = 0#?
What is #f(x) = int x^2-3x-2 dx# if #f(-1) = 2 #?
How do you differentiate #f(x)= ( x^2+ x -12)/ (e^x + 3x ) # using the quotient rule?
How do you integrate #(6x^2 + 1) /( (x^2)(x-1)^3)# using partial fractions?