Question: Match each linear equation with its graph. Q Equation Graph Color y = -2 a. purple -v y = 3x - 1 b. blue -

 Match each linear equation with its graph. Q Equation Graph Colory = -2 a. purple -v y = 3x - 1 b.blue - v y C-3 C. green d. red - V e.black - v y= - -5r - 1 > Next QuestionAn executivein an engineering firm earns a monthlyr salary plus a lChristmas bonusof 53m dollars. If she earns a total of Ql] dollars per
year. what is her monthlyr salary in dollars}I Your answer is :'31 Give your answer to the nearest cent. > Next {blestion NASAlaunches a rocket at t = 0 seconds. Suppose its height, inmeters above sea-level, as a function of time is given by h(t)= -4.9t2 + 223t + 136. How high above sea-level does therocket get at its peak? Round your answer to 2 decimal places.

Match each linear equation with its graph. Q Equation Graph Color y = -2 a. purple -v y = 3x - 1 b. blue - v y C-3 C. green d. red - V e. black - v y= - -5r - 1 > Next QuestionAn executive in an engineering firm earns a monthlyr salary plus a lChristmas bonus of 53m dollars. If she earns a total of Ql] dollars per year. what is her monthlyr salary in dollars}I Your answer is : '31 Give your answer to the nearest cent. > Next {blestion NASA launches a rocket at t = 0 seconds. Suppose its height, in meters above sea-level, as a function of time is given by h(t) = -4.9t2 + 223t + 136. How high above sea-level does the rocket get at its peak? Round your answer to 2 decimal places. The rocket peaks at meters above sea-level. > Next QuestionImagine that the function hft] = .24t3 + 1.2t + l models the height {in feet] of an "angry bird" shot into the sky-I as a function of time {seconds}. Use this function and a graphing calculator to answer the following questions. Round all answers to two decimal places a} Ho-r.r high above the ground was the bird when it Ieras launched? fEEt b} After how many seconds until it reach its highest . 1 seconds point. o] How high is the highest point? feet 1:\" After how many seconds does the angry bird hit the 1 seconds ground. e} If the bird is traveling at 12feet per second, how far feet does it travel before hitting the ground? f} Determine the practical domain of this function. I I Write- your answer in interval: Notation g] Determine the practical range of this function. I I Write- your answer in interim Notation

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