Raymond B. answered 06/22/19
Math, microeconomics or criminal justice
S=number of squirrels fed
D=number of deers fed
R=number of rabbits fed
A=number of birds fed
B=number of bears fed
equation 1: S+D+R+A+B=72
equations 2: S+4D+2R+3A+6B=244
You have 5 unknowns and only 2 equations.
To get a unique solution you need 3 more equations, which aren't in the problem
subtract equation 1 from 2 to get
3D+R+2A+5B = 172
Let D, R and A each = 1, then 5B=166. Assuming you want whole numbers for a solution,
then D, R, and A cannot all be = 1.
Let D and A each =1 but R=2, then 5B=165 and B=33
Plug into the first equation, then S+1+2+1+33=72 and S = 35
S=35, D=1, R=2, A=1, B=33 is just one solution, among many
If this is just an "algebra 1" question, maybe that's all you want, just finding one solution among many
If you want all solutions, you could get them using more advanced linear or matrix algebra