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Author Archives: Anonymous

Differentiate the function. Type the numerator of the deriva…

Differentiate the function. Type the numerator of the derivative in the  first box and the denominator in next box.  Use ^ for the power. Simplify completely. Your answer has to have positive exponents. For example, 4/(x-1)^5 or -10/(5x+4)^4

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Use the following graph of to find each limit. If applies,…

Use the following graph of to find each limit. If applies, state that the limit does not exist: type DNE.  Use -inf for 

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Determining monthly payments on a loan. If dollars are borr…

Determining monthly payments on a loan. If dollars are borrowed, the monthly payment made at the end of each month for n months, is given by

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For the function   whose graph is shown (a) find the domai…

For the function   whose graph is shown (a) find the domain: [Q4-a]. Use the interval notation. (b) find the range: [Q4-b].  Use the interval notation.  

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The graph of the first derivative of a function is shown. U…

The graph of the first derivative of a function is shown. Use the information in each graph to determine  a) where the second derivative

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_____ is an eating disorder in which the individual refuses…

_____ is an eating disorder in which the individual refuses to maintain a minimally normal body weight, is extremely afraid of gaining weight or becoming fat, and has a distorted perception about the size of his or her body.

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Use ^ for the power. For example,  10e^(5x) or -e^(-x). Find…

Use ^ for the power. For example,  10e^(5x) or -e^(-x). Find (a)  . [Q14] (b) . [Q14b]  

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Cities and companies find that the cost of pollution control…

Cities and companies find that the cost of pollution control increases along with the percentage of pollutants to be removed in a situation. Suppose that the cost C, in dollars,  of removing p% of the pollutants from a chemical spill is given by

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Business: depreciation. A large crane is being depreciated a…

Business: depreciation. A large crane is being depreciated according  to the model 

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An object moves along the y axis (scale in feet) so that at…

An object moves along the y axis (scale in feet) so that at time$x$ (in seconds) it is at $y=f(x)=-5x^2+16x+3$. Find (A) The instantaneous velocity function = [Q13a] ft/sec. (B) The time(s) when the velocity is 0 = [Q13b] ft/sec.

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