Hey! I <333333 fruity fruits tooo!!!!! <3333333 A farmer sells a bushel of soybeans for $5 and a bushel of corn for $3. If he hopes to earn $164 and plans to sell 40 bushels in all, how many bushels of soybeans does he need to sell?
\[(5x+3y)=164 \]
and \[x+y=40\]
seewht you can do with those first
uhm...idk
all right this needs some trial and error work first write down possible combinations to get to forty that seem reasonable.
then plug in these numbers until you get an answer that fits.
uhmm....5(40-y)+ 3y=164.... ???? idk if it's right most likely it's gonna be wrong :P
try it.
the worst possible outcome is that you are wrong. its no big deal. just plug your answer it into the original two i gave you to check if you are right.
then i don't get it at all then
i hope im not making things worse.
don worry ur not :DDD
Or you could solve the system using Algebra 5x + 3y = 164 x + y = 40 This one is pretty easy to solve using substitution or elimination. I think solving it using the Algebra would be a little more direct than trial than error, at least.
that's y its called help and thank you @accessdenied!
uhm....?/?????
Well, if we wanted to use substitution, we could solve for a variable in the second equation, and then substitute it back into the first to solve since it'll be one-variable. x + y = 40 - y -y x = 40 - y Which we can plug back into the first: 5(x) + 3y = 164 Replace 'x' with above 5(40 - y) + 3y = 164 then from there we could solve for the y-value, and plug it back into the first equation.
plug the y-value back into the second equation, rather. (I am referring to the 1st equation as 5x + 3y = 164 and 2nd is x + y = 40)
thank you i understand now thank you SO VERY MUCH!!!!!!!!!!!!!!!!!!!!!
You're welcome. :)
:DDD hope you have a great day
Thank you. To you as well. :)
wait i haf a queston: uhm....what is the equation thtat you plug in and what did you geT?
5(40 - y) + 3y = 164 200 - 5y + 3y = 164 200 - 2y = 164 100 - y = 82 -y = -18 y = 18 ---> x + y = 40 x + 18 = 40 x = 22
omfg now for REAL i understand
Hmm. :P Good!
whew i wub ur gelp, bro!
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