Diclduybc

Unit 11 Mini-Analysis Consider the following standardised and semi- enter plots from the Australian Bureau of Statistics. Both graphs prove the fortune (in quantitative represent) that an Australian cleaning lady of age x will die within the near year. look on to use complete sentences on each of the questions below, rounding to four decimal places where appropriate. Save the resulting document in either Word or PDF form and resubmit to the D2L dropbox. Your last name should appear in the name of the file. 1. The standard plot on the left appears exponential post function.However, by examining the semi-log plot on the right, we have that only a portion of the data is actually exponential. For what ages would you conclude that the probability (in decimal form) of dying in the next year is approximately exponential? Explain. I do not understand the question. The ages that are approximately exponential are 22-90 on the right graph because these lines seem to form a straight l ine, similar to exponential growth. 2. Assuming that the points (44, -3) and (70, -2) are on the unidimensional portion of the semi-log plot, create a linear function for Y=log? y) as a function of x. Make sure to show your work. -2+3/70-44 = 1/26 y=. 0384615385x+b y = . 0385x 2. 5 3. revisal your semi-log plot equation from 2 so that it now shows the exponential function that we can view on the standard plot. Make sure to show your work. Y = . 0385x + -2. 5 y = 10. 0385x * 10-2. 5 1. 0926x * . 0032 4. What percent does an Australian females probability of death (within the next year) increase every year? The probability of womens death in Australia increases by 9. 26% each year.