Integral is the square root of 36-x^2 with bounds from -6 to 6 . b) Find and approximation of the area of the region using 6 subintervals of equal width and the midpoints of each interval. You may...

Integral is the square root of 36-x^2 with bounds from -6 to 6 . b) Find and approximation of the area of the region using 6 subintervals of equal width and the midpoints of each interval. You may...

Solution please

Calculus solution Help!

differentiate equation x ^-3 y^2 + x ^2 y ^3 = 18 and find equation tangent line at the point (-1,3)

Calculus solution

Calculus solution please!

Calculus Solution please !

y=x2+1

n ∑ 4i+3/n2 i=1

a. 2tan^2(theta)tan^4(6) b. tan^2(theta)-tan^4(6) c.-2tan^2(theta)+tan^4(6) d.-2tan^2(theta)-tan^4(6)

Consider the function f(x)= o to x ∫ (1)/(4+t2 ) dt Find the taylor series of f(x) at x=0

how would you find the power series representation of x2ln(3-x) using term by term differentiation or integration?

f(x) = sin(-6x)/(9x). x is less than 0 3x-9k-6. x is greater than or equal to 0 Help!?

Use upper and lower sums to approximate the area of the region using the given number of subintervals (of equal width). (Round your answers to three decimal places.) y =3/x upper sum : lower...

f(x) = 1. -8x^2+48x-40/(x-1) x is less than 1 2. -2x+k x is greater than or equal to 1

Water is being pumped from an inverted right circular conical tank at the rate of 36 ft^3/min. The tank, which stands vertex down and base up, has a height of 12 ft and a base diameter of 16 ft. How...

I also have to explain my reasoning

f (x)= 4x^2-2x^2-12x+1

How do I find all the possible zeros of f (x)= 2x^3-x^2+3x-4

Example of application of function, limits, differentiation and integration of each topic in your daily

Suppose that you tripled your demand function D(x) from part C. ie. you used 3D(x) in all your calculations (in the beginning in part c) in place of D(x). What is the price (rounded to the nearest...