Find the level curve of the function at c=2 for g(x,y)=(x^3-y)
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Find the level curve of the function at c=2 for g(x,y)=(x^3-y)
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- Determine dimension x to 3 decimal places.the value of x at which the FOC is satisfied give us the ........(maximum/minimum) of the function because the second derivative is ..........(positive/negative).Find the derivatives from the left and from the right at x = 1 (if they exist). Is the function differentiable at x = 1?
- Sketch the x^2 And the derivative And integrationExplain how the First Derivative Test determines whetherƒ(x) = x2 has a local maximum or local minimum at the critical point x = 0.Determine the Derivative of the Function: 1. y = ex - 1/ex + 1 2. y = x22x 3. y = 43x^2 4. f(x) = etan2x 5. f(x) = sinhxtanhx 6. f(x) = x2 sinh-1(2x) 7. f(x) = sech-1(√1-x) 8. y = sech2lnx
- Find the average rate of change of between the points on the function whose coordinates are (1, 3), and (2, 16). (Enter an exact number.)How do you find the critical points with the derivative given to you?Show that the function has partial derivative at the point (0,0) but is discontinuous at this point.
- Find a function that is differentiable at every point of an interval [a,b] but that the third derivative does not exist at any pointIf the average rate of change of q (x) in the period (5,7) is equal to 8 and y (5)*y (7) = 16 and f (x) = 1 / y (x), what is the average rate of change of the function f ( x) In the same period ?!Determine the second derivative of f(r) = x^2e^2 at x= -2 with a step-size of h=0.50 using Central difference approach. please please do show the complete solution thank youuu
