Consider a population that grows according to the recursive rule Pn=Pn−1+95Pn=Pn-1+95, with initial population P0=40P0=40. Then: P1P1 =  P2P2 =  Find an explicit formula for the population. Your formula should involve nn (use lowercase n) Pn=Pn=    Use your explicit formula to find P100P100 P100P100 =

Using a Chi-Square table you find online, answer the following: Formula: MTTF = (Test Samples) * (Test Time) * 2/X(a,2r+2) A business wants to distribute a new product in 6 months by October 2022. The business must offer a l-year warranty and decide if the product's MTTF is at least three times that period. 93 products were created for testing. However, the business needs at least 85 devices to fully complete the testing. What is the maximum calculated confidence level when this product is distributed that it will meet the MTTF expectation?

Starting in the year 2012, the number of speeding tickets issued each year in Middletown is predicted to grow according to an exponential growth model. During the year 2012, Middletown issued 180 speeding tickets (P = 180). Every year thereafter, the number of speeding tickets issued is predicted to grow by 10%. If Pn denotes the predicted number of speeding tickets during the year 2012 + n, then Write the recursive formula for Pn Pn= Write the explicit formula for Pn Pr xPn-1 = If this trend continues, how many speeding tickets are predicted to be issued in 2025? tickets

Consider a population that grows according to the recursive rule Pn = Pn-1 + 40, with initial population Po = 20. Then: P₁ = P₂= Find an explicit formula for the population. Your formula should involve n (use lowercase n) Pn = Use your explicit formula to find P100 P100 =