Question 25050
Ted's age = x
Deanna's age = five (5) more than (+) six (6) times Ted's age (6(x))
TWICE the sum of there ages = Ted's 2(x)
Deanna's = 2[5+6(x)]
Total ages = 94


2x+2(6x+5)=94
2x+12x+10=94
14x+10-10=94-10
14x=84
x=6 (Ted's age)
Denna's = 5+6(6) = 41


Check: 2(6+41)=94
94=94


Hence Ted's age is 6, and Deanna's age is 41.
Paul.