Box Office Performance for Romantic Comedy Movies in 2006

Rank	Movie	Genre	MPAA	2006 Gross	Tickets Sold	Inflation- Adjusted Gross
1	The Break Up	Romantic Comedy	PG-13	$118,806,699	18,138,427	$124,792,378
2	Failure to Launch	Romantic Comedy	PG-13	$88,715,192	13,544,304	$93,184,812
3	The Holiday	Romantic Comedy	PG-13	$50,029,085	7,638,028	$52,549,633
4	She's the Man	Romantic Comedy	PG-13	$33,889,159	5,173,917	$35,596,549
5	Just My Luck	Romantic Comedy	PG-13	$17,326,650	2,645,290	$18,199,595
6	The Last Kiss	Romantic Comedy	R	$11,614,790	1,773,250	$12,199,960
7	Scoop	Romantic Comedy	PG-13	$10,525,717	1,606,980	$11,056,022
8	Phat Girlz	Romantic Comedy	PG-13	$7,061,128	1,078,035	$7,416,881
9	Boynton Beach Club	Romantic Comedy	R	$3,127,472	477,477	$3,285,042
10	Imagine Me & You	Romantic Comedy	R	$672,243	102,633	$706,115
11	The Oh in Ohio	Romantic Comedy	R	$418,689	63,922	$439,783
12	Adam & Steve	Romantic Comedy	R	$309,404	47,237	$324,991
13	Confetti	Romantic Comedy	R	$228,498	34,885	$240,009
14	Pyar Ke Side Effects	Romantic Comedy		$30,230	4,615	$31,751
15	When the Sea Rises	Romantic Comedy		$24,038	3,670	$25,250
16	April's Shower	Romantic Comedy	R	$16,255	2,482	$17,076
17	My First Wedding	Romantic Comedy	PG-13	$14,982	2,287	$15,735
18	Zerophilia	Romantic Comedy		$7,763	1,185	$8,153
Total Gross of All Movies				$342,817,994
Total Tickets Sold					52,338,624
Total Gross of All Movies at 2008 ticket prices						$360,089,733

Note: This chart ranks movies by the amount they earned during 2006. It includes movies released in previous years that earned money during 2006. For example, a movie released over Thanksgiving in 2005 will most likely earn money in 2005 and 2006. Click on the individual movie to see its total gross over all the years in which it played.

Each box office year ends on the first Sunday of the following year. The next year starts the following day (Monday). For example, the "2004 box office year" ended on Sunday, January 2, 2005.

Inflation-adjusted figures are based ticket sale estimates, and may not be precise due to rounding errors.