s=-7/4
Four years ago the son was 8, and the father 32. Now the son is 12, and the dad 36. To solve this problem, you should use the substitution method. The current age of the father(F) and the son(S) are represented by the equation F=3S. The mans age minus four years(F-4) is four times the sons minus four years(S-4), so the equation is (F-4)=4x(S-4). The next step is to simplify equation 2. (F-4)=4x(S-4) becomes F-4=4S-16, and then F=4S-12. Now you substitute equation one into equation two. F=3S, F=4S-12 3S=4S-12 Simplify to find the current age of the son: 0=1S-12 12 = S
p=4s
It is: 4s = 64
four and a half
yrs
4! - sqrt(4)*sqrt(4)/4 = 23
Four years ago the son was 8, and the father 32. Now the son is 12, and the dad 36. To solve this problem, you should use the substitution method. The current age of the father(F) and the son(S) are represented by the equation F=3S. The mans age minus four years(F-4) is four times the sons minus four years(S-4), so the equation is (F-4)=4x(S-4). The next step is to simplify equation 2. (F-4)=4x(S-4) becomes F-4=4S-16, and then F=4S-12. Now you substitute equation one into equation two. F=3S, F=4S-12 3S=4S-12 Simplify to find the current age of the son: 0=1S-12 12 = S
p=4s
It is: 4s = 64
yrs
four and a half
None, because without an equality sign the given terms can't be considered to be an equation.
Call the unknown numbers s and l for smaller and larger respectively. From the problem statement, l - s = 14 and 4s - 3l = 45. Transpose the first equation to result in l = 14 + s and substitute this into the second equation to result in 4s - 3(14 + s) =45, or 4s - 42 - 3s = 45. or s = 45 + 42 = 87. l is then 101.
44-4/4
4.25
4 as theres onli 4 differenet suitsSpadesDiamondsHeartsClubsIn a standard deck of 52 cards, there are four of everything.
This is 4, with exponent four. This is because you're multiplying four 4s