solve each system of equations by the substitution method. Tell whether each system is inconsistent or consistent. If the system is consistent, tell whether it is independent or dependent 2(x+y) -5(x+1)=3 -3x+2y=8
simplify the first equation: \[2x+2y-5x-5=3\]\[-3x+2y=8\]simplify the first equation further: \[2x-5x+2y-5=3\]\[-3x+2y=3+5\]\[-3x+2y=8\]
So now you have:\[-3x+2y=8\]and\[-3x+2y=8\]That's true for all x and y, so this is a consistent, dependent system.
Thank you! how about this one 5x - 4y=11 3x-y=1
listen i solved like 5 of these for u. Your turn.
i can watch a lot of videos and still not get it im not good with watching videos and learning that way..
Just watch the one with patrick... trust me, you'll get something out of it.
I could say the same thing for when I had to learn Lagrange multipliers, but his stuff helped me.
Join our real-time social learning platform and learn together with your friends!