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Please help me answer the following questions provide an explanation to your answer. Thank you for your time :) Question 11' nfzs ) Use logarithmic
Please help me answer the following questions provide an explanation to your answer. Thank you for your time :)
Question 11' nfzs ) Use logarithmic differentiation to nd y' . Assume that the variable is restricted so that all arguments of logarithm functions are positive. 113; = III. (1} [Express numbers in exact form. Use symbolic notation and fractions where needed. Give your answer in terms of 1: only.) f=l:l Question 16 of25 ) G Attempt: Use logarithmic differentiation to nd y' . Assume that the variable is restricted so that all arguments of logarithm functions are positive. 3 = one\") [Express numbers in exact form. Use symbolic notation and fractions where needed. Give your answer in terms of 1: only.) Incorrect Question 15 ofzs > A bank offers a certicate of deposit (CD) that matures in 13 years with a rate of interest of 3% compounded continuously. Suppose you purchase such a CD for $2500 in your Individual Retirement Account (IRA). a. 1Write an equation that gives the amount A in the CD as a function of time t in years. l:l ...... b. How much is the CD worth at maturity? Give your answer to the nearest penny {two decimal places). e. What is the rate of change of the amount A at r = 3? At I = 5? At 1 = 8? Give your answers to the nearest penny (two decimal places). [=3 (IA dt Question 15 of25 ) e. What is the rate of change of the amount A at r = 3'? At I = 5'? At 1 = 8'? Give your answers to the nearest penny (two decimal places). 1': dt [=5 (IA Explain the results found in (e). The value of the CD is - at an - rate in time. This is how compound interest works: interest is paid not only on the original deposit but also on any previously earned interest. Thus, as the maturity date nears, the - money there is in the CD to earn interest. Question 13 of 25 > Let 3(y} be the inverse function of f(x) = 23:15. Find the 3'00) when yo = 4. [Use symbolic notation and fractions where needed.) 2'00 = l:l Question 10 of25 ) G Attempta Find the derivative of the function f{x) = sec-1 [5x2 + 3). [Use symbolic notation and fractions where needed.) Incorrect Question 5 of 25 > GI Attempt 2 Find an equation of the tangent line to the graph of f(x) = 5 sin2 (x) + cos3 (x) at the point (3; 5). [Express numbers in exact form. Use symbolic notation and fractions where needed. Let y = f{x). Give equation in terms of x and y.) equation of the tangent line: y = 5 Find an equation of the normal ne to the graph of f[x) = 5 sin2 (x) + cos3 [x] at the point (3%., 5). [Express numbers in exact form. Use symbolic notation and fractions where needed. Let y = f{x). Give equation in terms of x and y.) equation of the normal line: Incorrect Graph f , the tangent line, and the normal line on the same screen. [Separate equations with commas.)Step by Step Solution
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