VERNON KAY AND TESS DALY
MARKS: 2
TV presenting pair Vernon Kay and Tess Daly hugged the bottom of the list after scoring 2 points out of 30.
WAYNE ROONEY AND COLEEN ROONEY
MARKS: 2.7
Footballer Wayne Rooney and wife Coleen Rooney scored 2.7, making it to the ninth place.
DEMI MOORE AND ASHTON KUTCHER
MARKS: 3.8
The next in line in the power couple list was Demi Moore and Ashton Kutcher, whose score was a low 3.8, but high enough to keep them in the top 10.
CHRIS MARTIN AND GWYNETH PALTROW
MARKS: 10
Chris Martin and Gwyneth Paltrow scored 10, to land the seventh place on the coveted list.
SARAH JESSICA PARKER AND MATTHEW BRODERICK
MARKS: 14.5
Paula Hall used a Power of Two formula to see how well they work as a power couple. Sarah Jessica Parker and Matthew Broderick scored 14.5 pipping big names like Demi Moore and Ashton Kutcher.
WILL SMITH AND JADA PINKETT SMITH
MARKS: 15.5
Psychotherapist Paula Hall was commissioned to analyse the strengths and weaknesses of celebrity couples. Will Smith and Jada Pinkett Smith scored 15.5 on the test to reach the fifth place.
JAY-Z AND BEYONCE KNOWLES
MARKS: 17.5
The list has been compiled by heartburn and indigestion brand Gaviscon Double Action. Jay-Z and Beyonce Knowles reached a respectable 17.5 for their joint success as a golden couple.
TOM CRUISE AND KATIE HOLMES
MARKS: 18.3
The formula measures factors such as current and future earning power, public profile, career to date and predicted time left on the centre stage as a celebrity couple. It pronounced Tom Cruise and Katie Holmes as the second runners up in the list.
DAVID AND VICTORIA BECKHAM
MARKS: 25
A-listers David and Victoria Bechkam who scored 25 on the test, were pipped by Brangelina, but managed to land the crown for second place, reports The Telegraph.
BRAD PITT AND ANGELINA JOLIE
MARKS: 30
Hollywood actors Brad Pitt and Angelina Jolie are the most powerful celebrity couple on the planet, according to a new study. The Hollywood's star pair scored a perfect 30 on 30 on a test that used a formula to work out how much stronger they are together than they would be individually.
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