Answer:
Yay! System of equations!
Explanation:
So, to solve this with substitution!
The best one to start with is the bottom one, x+4y=11
So, we can move 4y to the other side of the equation to get the value for x!

So, to substitute this, we just input this x-value into the other equation!

So, we have our equation, so let's solve!

So, there is our y-value! Now to input this value into either one of the equations to find the x-value!

So, there is our solution!
Hope this helps!
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