Question

-1 points RogaCalcET3 15.5.009. My Notes Ask Your Teacher Assume that the density of the atmosphere as a function of altitude h (in kilometers) above sea level is 8(h) - aeb kg/km', where a = 1.225 X 10' and b = 0.24 Calculate the total mass of the atmosphere contained in the cone-shaped region ? + y shs 3. (If you enter your answer in scientific notation, round the decimal value to three decimal places. Use equivalent rounding if you do not enter your answer in scientific notation) Submit Answer

Answer 1

- Assume function that the density of the atmosphere as a of altitude h (in kilometers) above sea level is S (h) = a ē bh kg /km² where a=1.295 x 109 and b=0.13 also cone-shaped region raty <h=3 heu x²zyzsz=3 raz<3 and oseca, osolan and we have sex,y,z) = a ē bz scrcoso, esino, z) = a es QT 3 3 So ss sa ēbz r .dzdedo LOO ZEN IT of Jas į abz dz) dado 971 a OS J Jansatz zu dedo sadece ã Jo LbZ=

- 9 3 5 (aeb zerb) drdo 7 e ople to do CD opf Crete?) (8-) (9) 522 ) Can). a=1.295 x 109 and 6.0.24 Como) G3, deco . total mass of the atmosphere is 9.593 volo