Also, find the maximum or minimum value of f(x). Sketch the graph and label the critical point/s.
Also, find the maximum or minimum value of f(x). Sketch the graph and label the critical point/s.
i dont know how to deal with e and sine in the same equation.
Find the derivative of g'(x)=∫(u+4/u-5)du with upper bound 3x and lower bound 9x
Use the Fundamental Theorem of Calculus to find the derivative of f(x)=∫((1/3)t2-1)5dt with upper bound x2 and lower bound 3 f'(x)=?
find the derivative of g(x)= ∫(u+4/u-5)du with upper bound 3x and lower bound 9x g'(x)=?
Use the fundamental theory of calculus to find the derivative of f(x)= integral ((1/3)t2-1)5 dt with upper bound x2 and lower bound 3 f'(x)=
Find the derivative of g(x) integral (u+4)/(u-5) with upper bound 3x and lower bound 9x
i just cant get why i got this wrong and i cant find the answer online, please tell me the answer and how to do this step by step, thank you so much!!
#33. find the relative maxima y=5ln x-3x #35 find the equation of the tangent line to f(x)=3x+e^x at the point (0,1) #15. find the antiderivative of ∫9e^x/e^x+4 #40...
find the derivative of f(x) = √x+1 at x = 0 the derivative is 1/2x2, but i want to know the long way f(x+h)/h-f(x)/h method, thanks in advance
y=(x)/(x2-4)1/2 i get y'=-4/(x2-4)3/2
What is the second derivative for the function y=e^(6-x^2) ? Please show workings.
An offshore oil well is leaking oil and creating a circular oil slick. If the radius of the slick is growing at a rate of 4 miles/hour
Suppose the annual cost per active-duty armed service member in a certain country increased from $80,000 in 1995 to $90,000 in 2000. In 1990, there were 2 million armed service personnel and this...
x^2+xy^2+y^3=2cot y
Find the equation of the secant line through the points where x has the given values, x=3 and x=5
How do you solve this problem? Which is the right answer and why? a. An absolute maximum b. An absolute minimum c. A critical point but not an extremum d. Not a critical point e...
consider f(x)=x^2/x^2+a, a>0. Determine the effect on the graph of f if a is varied Does this mean that... A) Each y value is multiplied by a B) As a increases, the vertical tangent...
How do you figure out this problem. Which is the correct answer choice and why? a) relative maximum b) relative minimum c) intercept d) inflection point e) none of...
Given f(x)= -1/x, find all c in the interval [-3, -1/2] that satisfies the Mean Value Theorem. How do you solve this problem and which is the right answer choice and why? a) c= -√3/2 b) + &...