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- Q6 Suppose that at time t=0, half of a "logistic" population of 100000 persons have heard a certain rumor and that the number of those who have heard it is then increasing at the rate of 500 persons per day. How long will it take for this rumor to spread to 80% of the population? ( Suggestion: Find the value of k by substituting P(0) and P'(0) in the logistic equation) a. About 98 days b. About 34 days c. About 19 days d. About 69 days e. About 119 daysIf Qd= 20-0.5P, find the slope of the function 20 5 1 -0.5Given values: D=5,2 E=5 Y=2,3
- Use the function below (whose parameters qualify it as a STC function) to answer the questions. STC = 4850 + 40Q - 1.5Q^2 + .04Q^3 FC = $4,850 AFC = 4,850 / Q (I calculated this) AVC = 40 - 1.5Q + .04Q^2 (I calculated this) MC = 40 - 3Q + 0.12Q^2 (I calculated this)pls solve this ques within 10-20 mins I'll give you multiple upvotesQ3 Please solve with hand by calculation using formulas (not in excel)
- Please Solve In 10minsQT = 200 -.01PT +.005PM -10PG +.01I +.003A 1. Characterize this function by circling all in the following list that are applicable: univariate, bivariate, multivariate, linear, exponential, logarithmic, curvilinear, 1st degree, 3rd degree, additive, multiplicative, linearly homogeneous 2. What is the numerical value of the partial derivative of the function with respect to advertising spending (be sure to also include the + or – sign. Note: I do not want the symbol for this partial derivative)? 3. Write the mathematical symbol representing the coefficient of the price of gas (the numerical value of this coefficient is -10, but the answer you give is to be the symbol for this partial derivative). 4. Assuming there is a $2 increase in the price of gasoline (PG), what change in Toyota demand QT will result (an increase or decrease and also give the numerical value, too)? 5. Are Mazadas a substitute for or complementary to Toyotas? What feature of the function tells…A mutual fund has a rate of return for five years of 10%, 14%, 10%, and 22% . Calculate the geometric mean. Round to the nearest tenth of a percent.
- Determine the numerical value of the following factors using (a) linear interpolation, (b) the formula. i) (P∕F,8.4%,15) ii) (A∕F,17%,10) iii) (F∕A,19%,20) iv) (P∕A,26%,15)When forecasting future sales based on the most recent years's total revenue growing at a revenue growth rate of of 21.85%, with the following years... Year 1 Sales = 209,098,000,000 Year 2 sales = 101,975,000,000 Year 3 sales = 187,879,000,000 Are you calculating it as Year 1 = 209,098 million x .2185 + 209,098,000,000 Year 2 = Year 1 sales answer x .2185 + 101,975,000,000 Year 3 = Year 2 sales answers x .2185 + 187,879,000,000