Relative Percent Index - 2009-2010

2009-10 NBA RPI Rankings
RNK TEAM RPI W L PCT SOS PWR PF PA Exp. W-L Exp. WP
1 Boston .653 6 1 .857 .584 1 702 599 7-0 .932
2 Miami .649 5 1 .833 .588 11 591 544 5-1 .797
3 Phoenix .649 5 1 .833 .587 10 666 641 4-2 .653
4 Chicago .620 3 2 .600 .627 14 438 464 1-4 .279
5 LA Lakers .595 5 1 .833 .516 3 615 594 4-2 .640
6 Orlando .589 5 1 .833 .508 2 652 595 5-1 .819
7 Portland .568 3 3 .500 .591 9 567 550 4-2 .623
8 Houston .567 4 2 .667 .533 17 626 603 4-2 .650
9 Denver .561 5 1 .833 .471 4 665 605 5-1 .826
10 Atlanta .546 4 2 .667 .505 8 623 615 3-3 .553
11 Philadelphia .524 3 2 .600 .498 15 517 532 2-3 .384
12 Cleveland .515 4 3 .571 .496 7 661 629 5-2 .694
13 Charlotte .512 3 2 .600 .482 21 422 433 2-3 .395
14 Indiana .506 2 3 .400 .542 25 488 502 2-3 .385
15 Dallas .504 3 2 .600 .473 5 481 465 3-2 .636
16 Toronto .496 3 2 .600 .461 16 541 520 3-2 .658
17 Utah .493 2 3 .400 .524 13 510 520 2-3 .421
18 Oklahoma City .473 2 3 .400 .497 19 459 461 2-3 .482
19 Detroit .472 2 4 .333 .519 20 551 561 3-3 .426
20 Milwaukee .462 2 2 .500 .449 23 350 339 3-1 .629
21 Washington .454 2 4 .333 .494 12 579 592 2-4 .409
22 LA Clippers .452 2 4 .333 .491 22 592 592 3-3 .500
23 Golden State .416 1 3 .250 .471 27 411 454 1-3 .162
24 New York .415 1 5 .167 .497 28 617 670 1-5 .204
25 San Antonio .412 2 3 .400 .416 6 494 491 3-2 .525
26 New Orleans .410 2 4 .333 .436 18 595 633 2-4 .265
27 Minnesota .392 1 5 .167 .467 26 546 589 1-5 .223
28 Memphis .367 1 5 .167 .434 24 631 690 1-5 .186
29 New Jersey .351 0 6 .000 .468 29 538 611 1-5 .109
30 Sacramento .311 1 4 .200 .348 30 507 541 1-4 .255

Glossary
W: Wins, L: Losses, PCT: Winning percentage, RPI: Relative Power Index+, SOS: Strength of schedule , PWR: ESPN Power Ranking , PF: Points scored, PA: Points allowed, ExW-L: Expected W-L*, ExWP: Expected winning percentage*

+The basic formula is 25% team winning percentage, 50% opponents' average winning percentage, and 25% opponents' opponents' average winning percentage.

*ExW-L and ExWP are derived the Pythagorean 16.5 Method, the basketball adaptation of Bill James' Pythagorean theorem of baseball: Runs scored ^16.5 / (Runs scored ^16.5 + runs allowed ^16.5). This formula was designed to relate a team's points scored and points allowed to its won-lost record.

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