~~~~~~~~~~~~~FAN AND MEDAL~~~~~~~~~~~~~~ For the following system of equations, write your own real world scenario that describes what is happening. Use complete sentences and correct grammar in your scenario. Part 2: Solve the system and explain what the results mean according to your scenario. 2x + y = 10 3x + 4y = 25
you go to a (cheap) bar 2 shots and a beer cost $10 3 shots and 4 beers cost $25 how much is a beer, and how much is a shot?
if your teacher will not appreciate beers and shots, turn them in to hot dogs and sodas
lmaoo Okay but i dont know how to put this all together
you mean how do you solve it?
Oh nevermind This is pretty easy can you just come back when I'm finished so you can tell me if It looks right? :D
\[2x + y = 10 \\ 3x + 4y = 25\] first equation is the same as \(y=-2x+10\) so you can solve \[3x+4(-2x+10)=25\] for \(x\) then solve for \(y\)
Can you teach me how to solve for x , and y please
\[3x+4(-2x+10)=25\] multiply out using the distributive law \[3x-8x+40=25\] collect like terms\[-5x+40=25\] subtract \(40\) \[-5x=-15\] divide by \(-5\) \[x=3\]
Ok thank you and what about the y
\[2x+y=10\\ 2\times 3+y=10\]is a start
Lol then its 4 eh
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