is even, odd, or neither. 2 +1 Determine whether the function h(t) = %3D Choose the correct answer below. O A. Neither even nor odd O B. Odd O C. Even
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- The height h of a projectile is a function of the time t it is in die air. The height in feet for t seconds is given by the function h(t)=-16t2+96t . What is the domain of die function? What does the domain mean in the context of die problem?Differentiate the function. A (s) =-12/ s 5a pharma company introduces a new headache medication on the market. They advertise on tv and find that the percentage P of people who buy the product after t weeks satisfies the following functions: P(t)= 100%/1+50e-.13t What percentage buy the product after 11 weeks? 7.7% 9.3% 8.5% 6.2%
- Is the function given below a power function? If it is a power function, write it in the form y=kxp and give the values of k and p.If it is not a power function, enter NA in both entry areas. y=6/x4 k= p=After t hours of work, a bank clerk can process checks at the rate of r(t) checks per hour for the function r(t) given below. How many checks will the clerk process during the first three hours (time 0 to time 3)? r(t) = −t2 + 70t + 3 ??? checksQ9 Find the relative maxima and relative minima , if any of the function. Otherwise , answer none .
- Attached is the graph of the function g(x) = |x| What would the graph of kg(x) when -4 < k < -1 look like?Determine whether function whose values are given in the table below could be linear or exponential.x= 0 1 2 3 4h(x)= 24 20 16 12 8Then, find a possible formula for this function.h(x)=A forest loses an average of 4.8% of its size every year due to logging. (a) write a function for the percent of the forest remaining after t years in the form P(t) = P0 at (b) write a function for the percent of the forest remaining after t years in the form. P(t) = P0 ekt (c) Use either formula to estimate when 10 % of the forest will remain
- Differentiate the function ?(?) = −2√?35(?7− √?7 −8?8 Hence or otherwise, determine ?′(1)In the rise of online shopping, malls are losing storefronts. The local mall started with 86 stores at the time that it was opened, but has consistently lost 6 stores per year for each year the mall has been open. Which of the following models represents the number of stores in the local mall at any given year, x?Ethan has a total of $5,800. He deposits $4,500 into a savings account which earns an annual interest of 4.8%. Which function could be used to model the amount of money, D, that Ethan has as a function of time, t, since the deposit was made, if he does not spend any of the money he started with? Group of answer choices