- Read the text. Heading Crosstown? Take a Bike 1 Bike-sharing programs have grown in popularity in the United States, transforming how Americans get around cities. The concept is simple: People can rent a bike for a short period of time from fleets of bikes set up around town. These bike-share programs add value to cities by reducing traffic congestion, Increasing mobility, and improving public health. Though some people are skeptical of programs like these, the initiative has taken hold. The first bike-sharing program in the U.S. was established in Denver, Colorado , in 2010. Today, similar programs exist in more than sixty cities across the country. What is the author's main claim or argument? Bike-sharing programs should be established in both large cities and small towns. Bike-sharing programs are beneficial to people who live in urban areas. Bike-sharing programs are not beneficial to low-income populations.
- The process of completing the square can be used to calculate the width, in feet. of the storage bin that gives a maximum area What is the missing value? A=-2x^2+36x A=-2(x-9)^2+ Enter your answer in the blank square
- Does the fur ction satisfy the hypotheses of the Mear Value Theorem on the give n interval? f(x)=3x^2+5x+5, [-1,1] Yes, f is continuous on [-1,1] and diff erentiable on (-1,1) since polynom lials are continuol is and differer tiable on R. Yes, it does not matter if fis continuous or differentiabl every function satisfies the Mean Value Theorem. No, f is not continuous on [-1,1] No,fi continuous on [-1,1] but not differentiabl e on (-1,1) There is n ot enough information to verify if th is function sati sfies the Mean Value Theorem. If it satisfies the hypotheses find all numbers c that satisfy the conclusion of the Mean Value Thearem.(Enter your ans wers as a com ma-separ ated list. If it does not satisfy the hypotheses, enter DNE.) c=square
- 15. If g is a differentiable function, find expressions for f' in terms of g' (a) f(x)=x^2g(x) (b) f(x)=(g(x))/(sqrt (x)) (c) f(x)=g((1)/(x)) (d) f(x)=sqrt (g(sqrt (x)))
- Mean fasting blood glucose levels for non -diabetic adult females is about 5mmol/L with a standard deviation of about 0.65mmol/L A level of 7mmol/L or higher indicates the possibility of diabetes. What fraction of the non -diabetic females would be diagnosed with diabetes assuming that the blood glucose level is Normally distributed? Round the z-score to 2 decimal places as usual. a) 0.0010 b) 0.0031 c) 0.9990 d) 0.002
