Question: You need to develop a labor time estimate for a customer order of 20 network installations. It is estimated that the first installation will require

You need to develop a labor time estimate for a customer order of 20 network installations. It is estimated that the first installation will require 40 hours of labor and a learning curve of 75 percent is expected. Table 11.9 Learning Curve Coefficients 80% 85% 90% 70% Unit Total Time Time Unit Number 75% Unit Total Time Time Unit Time Total Time Unit Time Total Time Unit Time Total Time 1 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 1.000 2 .700 1.700 750 1.750 1800 1 800 .850 1.850 3 568 2.268 ,634 2.384 702 2.502 1773 2.623 .900 1.900 1846 $2.746 810 3.556 4 490 2.758 562 2.946 ,640 3.142 723 3.345 5 .437 3.195 .513 3.459 596 3.738 .686 4.031 .783 4.339 6 398 3.593 475 3.934 562 4.299 .657 4.688 .762 5.101 7 367 3.960 446 4.380 534 4.834 .634 5.322 1744 5.845 8 343 4.303 422 4.802 512 5.346 614 5.936 729 6.574 323 4.626 -402 5.204 493 5.839 597 6.533 .716 7.290 10 .306 4.932 .385 5.589 .477 6.315 .583 7.116 .705 7.994 11 291 5.223 370 5.958 462 6.777 .570 7.686 .695 8.689 12 .278 5.501 .357 6.315 449 7.227 558 8.244 .685 9.374 13 267 5.769 345 6.660 438 7.665 .548 8.792 .677 10.052 14 257 6.026 334 6.994 428 8.092 .539 9.331 .670 10.721 15 248 6.274 325 7.319 418 8.511 530 9.861 .663 11.384 16 240 6.514 .316 7.635 .410 8.920 .522 10.383 .656 12.040 17 .233 6.747 .309 7.944 402 9.322 515 10.898 .650 12.690 18 226 6.973 .301 8.245 394 9.716 508 11.405 .644 13.34 19 .220 7.192 295 8.540 .388 10.104 .501 11.907 .639 13.974 20 214 7.407 288 8.828 381 10.485 495 12.402 .634 14,608 21 .209 7.615 .283 9.111 375 10.860 490 12.892 .630 15.237 22 204 7.819 277 9.385 370 11.230 484 13.376 .625 15.862 23 .199 8.018 272 9.660 364 11.594 -479 13.856 .621 16.483 24 195 8.213 267 9.928 359 11.954 475 14.331 .617 17.100 25 191 8.404 263 10.191 355 12.309 1470 14801 .613 17.713 How many labor hours are required to complete all 20 installations? hours (Round your answer to 2 decimal places, eg, 5.12.)

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