Let X = KATE's AGE
LET Y = SON's age
5 years ago Kate was x-5 years old and her son Y-5 years old
Kate was then five times oldertah son so
x-5 = 5(y-5)in five years hence Kate will be X+5 years old and son Y + 5
Kate will be 8 less than 3 times son then so
x + 5 = 3 (Y+5) -8
so you have two equations in twounknowns to solve
x-5 = 5y - 25
x + 5 = 3y+15-8
x - 5y = -20
x-3y = 2
subtract and find
-2y = -22
Y = 11 years old son age
from either equation
x-5(11) = -20
X -55 = -20
X = 35 KATE's age
X =
A score is defined as 20 years. So it would be 60 years.
Three times as much as in a single year.
If you consider 52 weeks in a year, then there are 156 weeks in three years. Hence (9/156)x100 = 900/156 = 5.77%
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seven
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A score is defined as 20 years. So it would be 60 years.
Three times as much as in a single year.
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Age of the father is 20. Pretty young to be a father. Son is 8 years old. The equations are as folllows: x-2 = 3 (y-2) 2x = 5y Cheers
If you consider 52 weeks in a year, then there are 156 weeks in three years. Hence (9/156)x100 = 900/156 = 5.77%
In 10 years, Harriet will be 3 times as old as she was 10 years ago. How old is she now?