The derivative represents the slope of the function at every point. So, we can graph the derivative by paying attention to the slope of the...Become a member and unlock all Study Answers Start today. Try it now Create an account Ask a question Our ex...
Information recall - access the knowledge you've gained about how to determine what an original function would look like from its derivative Additional Learning You can find more information about this subject in the lesson accompanying this quiz, titled Data Mining: Identifying Functions ...
If you are too lazy to compute the exact derivative, you can use the approximation dy = diff(y)./diff(x) formed by finite difference quotients. But note that d gives you an approximate derivative in points (x(1:end-1)+x(2:end))/2, not in x(2:end)...
If we compare the equation withy= mx+c, we getm=4,theslopeof the graph. We know that theslopeof the1st derivativeand value ofxof a function is equal to its second derivative. So, from thescatter plot, we get4as thesecond derivativeof the function. Select cellC15. Enter the following...
This will generate the derivative graph reflecting the change in Demand with respect to Price. Derivative Function in Excel to Find Slope The SLOPE function in Excel returns the slope of a regression line based on some y and x values. This slope is actually the measure of the steepness of ...
Answer to: Suppose that f(x) has derivative f'(x)= (x+2)x^3(x-1)^2(x-4). How many local minima and local maxima does the graph of y = f(x) have?...
Example problem: Find the total distance traveled for a particle traveling in a horizontal motion from t = 0 to t = 5 seconds according to theposition function: s(t) = 8t2– 4t. Step 1:Find the velocity function.The velocity function is the derivative of the position function. So, to...
How do you find the minimum or maximum value of a function? First you will need to find the critical point, then plug the value of the critical point into the original function. The value you get will be either a minimum or maximum value depending on whether the second derivative is posi...
. So finally, what in the crap does “returning the value at zero” have to do with the derivative of the Heaviside function? As it happens: buckets! Assume here that A<0<B, Running through the same process again, you’ll find tha...
Example, find thefirst derivativeof f(x) = 3 sin(x) Write the derivative notation:f′= 3 sinx(x) Pull the constant out in front:3 f′= sinx(x) Find the derivative of the function(ignoring the constant): 3 f′= cos(x) Place the constant back in to where it was in the first ...