please answer question d with its process

a. The break-even point for the capacity of 10 servers is 48143 hits. (Enter your response rounded up to the next whole number.) The break-even point for the capacity of 20 servers is 88076 hits. (Enter your response rounded up to the next whole number) aven ponto the cupmany al 30 server in 1270 hk. (Enter your persona The break-even point for the capacity of 30 servers is 127860 hits. (Enter your response rounded up to the next whole number.) b. The indifference point for having 10 servers and having 20 servers options is 2727273 hits. (Enter your response rounded to the nearest whole number.) for having 10 servers and having stavan henter your response rounded up to the next whate numbers G. Calculate the expected value for each capacity alternative. (Hint: Don't forget about capacity constraints that can limit the number of hits each capacity alternative can handle.) Fill in the table below (enter your responses as whole numbers). Option Expected Value 10 servers $ 7,235,000 20 servers $ 21,152,500 30 servers $ 31,854,000 The option for 30 servers will maximize the expected value. d. Triang Com has hired Donna Olway to code programs. Donna completes her first job in 12 weeks and her second job in 9 weeks. Assume that (1) Donna continues to learn at this rate and (2) her time improvements will follow a learning curve. Click the icon to view the selected and cumulative n values for different learning curves Time needed Donna to complete her fourth job is weeks. (Enter your response rounded to three decimal places) M ULUIL. UU.93%, 13.39 of 20 Probler 12 A ction Help - More Info a. The break-eve The break-even The break-even Unit Number b. The indifferen hber.) c. Calculate the can handle.) Fill y alternative CA 70% Learning Em 1.000 1.000 0.700 1.700 0.568 2.268 0.490 2.758 0.437 3.195 0.398 3.593 0.367 3.960 0.343 4,303 0.323 4.626 0.306 4.932 0.291 5.223 0.278 5.501 0.267 5.769 0.257 6.026 0.248 6.274 0.240 6.514 0.233 6.747 0.226 6.973 0.220 7.192 .214 7.407 75% Learning Em 1.000 1.000 0.750 1.750 0.634 2.384 0. 2.946 3.459 3.934 4.380 4.802 0.402 5.204 0 385 5.589 0.370 5.958 0.357 6.315 0.345 6.660 0.334 6.994 0.325 7.319 0.316 7.635 0.309 7.944 0.301 8.245 0.295 8.540 0.288 8.828 80 % Learning A 1.000 1.000 0.800 1.800 0.702 2.502 0.640 3.142 0.596 3.738 0.562 4.299 0.534 4.834 0.512 5.346 0.493 5.8390 0.477 6.315 0.462 6.777 0.449 7.227 0.438 7.665 0.428 8.092 0.418 8.511 0.410 8.920 0.402 9.322 0.394 9.716 0.388 10.104 0.381 10.485 85% Learning 90 % Learning D Em D Em 1.000 1.000 1.000 1.000 0.850 1.850 0.900 1.900 0.773 2.623 0.846 2.746 0.723 3.3450.810 3.556 0.686 4.031 0.783 4.339 0.657 4.688 0.762 0.634 5.322 0.744 5.845 0.614 5.936 0.729 6.574 .597 6.533 0.716 7.290 0.583 7.116 0.705 7.994 0.570 7.6860.695 8.689 0.558 8.244 0.685 9.374 0.548 8.792 0.677 10.052 0.539 9.331 0.670 10.721 0.530 9.861 0.663 11.384 0.522 10.383 0.656 12.040 0.515 10.898 0.650 12.690 0.508 11.405 0.644 13.334 0.501 11.907 0.639 13.974 0.495 12.402 0.634 14.608 11 The option for 3 Inna continues d. TriangCom ha to learn at this ro 16 Click the ice Time needed Do 200 Enter your answ Print Done 5 parts remaining