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algebra help?
Freder is 2 years older than her brother. Twelve years ago she was twice as old as he was. How old are they now?
9 Answers
- Anonymous1 decade agoFavorite Answer
F = B + 2
F-12 = 2(B - 12)
Substitute F in the 2nd equation
(B + 2) - 12 = 2(B - 12)
B - 10 = 2B - 24
- 10 = B - 24
14 = B
So the brother is 14 years old
F = B + 2
F = 14 + 2
F = 16
Freder is 16 years old
Hope this helps!!!!
=)
- Anonymous1 decade ago
Freder is 16 and her brother is 14
- Romy CLv 51 decade ago
let x = age of her brother today
2 + x = age of Freder today
x-12 = age of her brother twelve years ago
2(x-12) = age of Freder 12 years ago
Today,
age of Freder 12years ago +12 = age of Freder today
2(x-12) +12 = 2 + x
2x -24 + 12 = 2 + x
2x - x = 2 + 24 -12
x = 14 (age of her brother today)
x + 2 = 16 (Freders age today)
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- 1 decade ago
f = Freder
b = brother
f = b + 2
f - 12 = 2(b - 12) <-- twelve years ago
b + 2 - 12 = 2b - 24 <-- substitute
-10 = b - 24
14 = b
Freder is 14 + 2 = 16 years old and her brother is 14 years old.
- unknown4uLv 41 decade ago
the only possible answer i found was she is 16 now
and the boy is 14 since 12 yrs ago she was 4 and he was 2, 4 is twice the age he was
- 1 decade ago
freder = F
and brother = B
F=B+2
F-12= 2(B-12)
B+2 - 12 = 2B-24
B-10=2B-24
-B=-14
B=14
F=16
- 1 decade ago
x=y+2
x-12=2(y-12)
y-10=2(y-12)
y=14
Brother is 14 years old
Fred is 16 years old
Sister is 28 years old
Good luck
- Anonymous1 decade ago
she is 14, he is 12, he will turn 13 soon