The PDF of a continuous random variable Y is provided as the image shown below. Show the CDF of G_y (Y). Do not write your final answer in ter
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- Jesaki Inc will sell N units of product after spending $x thousand in advertising, as given by N= 66 x−x2. Use differential approximations to estimate the increase in sales that will result by increasing the advertising budget from $10,000 to $10,589. Round to the nearest integer. $Suppose f is differential equation on (-inf, +inf), f(3)=12 and f'(3)=-2 use linear approximation to estimate f(3.3).Find the general solution using Reduction of Order: y''+y'=cos 3x
- Find the linearization of ƒ(x) = 2x at x = 0. Then round its coefficients to two decimal places.Show mathematically that MRS is increasing for U=1-ex +e2y and is diminishing for U=lnX +LnYJesaki Inc will sell N units of product after spending $x thousand in advertising, as given by N = 75 x - x^2Use differential approximations to estimate the increase in sales that will result by increasing the advertising budget from $10,000 to $10,850. Round to the nearest integer.________$ The total cost of producing a racket per hour is given by: C(x) = 0.53x²+4.6 x + 405 The average cost per racket at production level x rackets per hour is C'(x) = C'(x)/x Use differential approximations to estimate the change in average cost per racket if the production is increased from 20 per hour to 25 per hour. Round to the nearest cent.$_______per racket Yaster Electronics manufactures and sells æ televisions per month. The cost and revenue in dollars are given by C'(x) = 72,957 +59 x and R(x) = 204 x - 0.041 x2.Use differential approximations to estimate the change in profit if production level is increased from 1,500 to 1,559. Round to the nearest dollar. $________
- Find the differential of the function G(x) = sq rt (5(x^4)+cos(2^x)). all under sq root!! :) chain rule?Solve for y2 by using reduction of order And for nonhomogeneous using undetermined coefficients linear mathematicsIn an effort to make the distribution of income more nearly equal, the government of a country passes a tax law that changes the Lorenz curve from y = 0.98x2.1for one year to y = 0.32x2 + 0.68x for the next year. Find the Gini coefficient of income for both years. (Round your answers to three decimal places.) after before
