I T-Mobile LTE 3:35 PM L @ 4! Ii 11% [:1- myopenmath.com Cost, Revenue, and Prot You decide to begin selling frozen bananas at the local fairground. Your cost for each frozen banana is $1.07 plus you have to pay a fee of $130 each week for the booth. Your plan is to sell each frozen banana for $2.97. Note that in business, costs are any money you pay out. Revenue is any money you receive through sales. Prot is total revenues minus total costs. . Write a function, C(n), to represent your total costs for the week if you sell n frozen bananas. a...) = [: eeeeeee . Revenue is the amount of money you earn from selling frozen bananas. Write a function, R(n), to represent the revenue from the sale of n frozen bananas during the week. Rte: = :1 eeeeeee . Write a function, P(n), that represents the prots for selling n 'ozen bananas in a given week. He: = L: eeeeee . What is the minimum number of frozen bananas you must sell in order to not lose money? This number is called the break even point. Write your answer as a whole number. [:1 . Complete the following sentence to explain the meaning of #1: In order to not lost money, I need to sell at least :1 frozen bananas Points possible: 1 \"ms! This is attempt 1 of 1. (Ishmif III-I TMobile LTE 3:35 PM L @ 4! Ii 11% [:1- myopenmathoom W Questions I Q1 (0.11)} Q2(ox1)> Q31011)> (14(01'1) I (15(01'1)? Q6(0f1)3 Q7[0!1]b (18(01'1) b Q910x1)> Q10(0l1)> Q11 (0M) > Q12(0l1)> Q13(0l1)> Q14(0/1) b Q15 (0:1)} Q16(0r1)b Q17(0/1) b Q181011)> Q19(0r1)> Q20 (0/1) b Q211011)> Q22 (0m) Q23 (0/1) I Q24 (0:1)} Q25 (omb Q2610/1) D (1270311)} Q28 (OHM/(129 [1!1] Grade: 11'29 Print Version Reputable scientists know that the average surface temperature of the world has been rising steadily. One model found using sets of temperature data is: T = 0.02t + 15.0 Where T is temperature in C and t is years since 1950. (a) On your own paper, describe what the slope and T-intercept represent. (b) Use the equation to predict the average globle surface temperature in 2050. [: 0 Points possible: 1 License This is attempt 1 of 1. III-I T-Mobile LTE 3:37 PM L @ '7 Ii 11% [:1- n myooenmatheom _EXUH_CTEUTI Due in 18 hours, 23 minutes. Due Fri 05/05/2017 10:00 am Show Intro! Instructions Questions I Q1(0!1)P Q2(011)> Q3(0/1)> Q4(0l1} b Q5(0l1)b Q6(0l1)3 Q7[0!1]I' Q8(0l1) D Q9(0l1)b Q10(011)> Q11 (0M) > Q12(0l1)P Q13(0l1)> (114(0/1) P Q15 (01%)} Q16(0l1)b Q17(0l1) P Q18(0l1)P Q19(0l1)b Q20 (0H) P Q21 (0!1)P Q22 (021)} Q23 (OH) I Q24 (0:1))- Q25 (0/1)} Q26 (0/1) b Q27 (0\")? Q28 (Dina/(129 [1/1] Grade: 1.129 Print Version The population of the Bothellville neighborhood has been growing steadily since 1981. In 1988, the population was 46100 people. In 1993, it was 52600 people. Find an equation in the form jg = ms: + b, where w is the number of years past 1981 and y is the population of Bothellville. Answm = [:1 Preview Do not use any commas in your answer. Points possible: 1 License This is attempt 1 of 1. CI Il'h'l'i'l' III-I TMobile LTE 3:37 PM L @ 4! Ii 11% [:1- myopenmathnom F Q21 (ornF Q22 (0/1)F (123(011) b Q24 (011)} Q25 (0/1)! Q26(0l1) i Q27 (0H)? Q28 (0i1)VIQ29 [1!1] Grade: 1R9 Print Version Terry is skiing down a steep hill. Terry's elevation, E, in feet after t seconds is given by E = 3100 - 40 t , Where t can be any number from 0 to 10. OThe slope, -40, is Terry's speed as he skis down the mountain and the y-intercept, 3100, is how far Terry travels in 10 seconds. OThe slope, 40, is how steep the mountain is and the y-intercept, 3100, is the height of the mountain. OThe slope, 40, is how steep the mountain is and the y-intercept, 3100, is Terry's starting elevation. OThe slope, 3100, is Terry's change in elevation for each second and the y-intercept, 40, is Terry's starting elevation. OThe slope, -40, is Terry's change in elevation for each second and the y-intercept, 3100, is Terry's starting elevation. Points possible: 1 License This is attempt 1 of 1. III-I TMobile LTE 3:37 PM L @ 4! Ii 11% 1:]- myopenmath.com C am Show Intro! Instructions Questions P Q1 (011)} Q2(0/1)> Q3(0/1)P Q4(0l1) P Q5(0!1)P Q6(0!1)X Q7[0!1]P Q8(0l1} Iv Q9(0I1)> Q10(0I1)> Q11 (011) I Q12(0l1)b Q13(0l1)> Q14(0/1) P Q15 (0.11)} Q16(0l1)> Q17(0l1) I Q18(0l1)b Q19(0l1)b Q20 (OH) I Q21 (0.11)} Q22 (0H)? Q23 (011) P Q24 (0.11)} Q25 (0111)} Q26 (0/1) P Q27 (0!1)P Q28 (mm/Q29 [1!1] Grade: 1l29 Print Version The number of gallons bottled water w consumed by an average resident of some state is given by w = (0.6)t + 4.6 where t represents years after 2008. Graph the equation and use the graph to estimate consumption 11 gallons in year 2013. Points possible: 1 License This is attempt 1 of 1. Submit