CAN YOU SOLVE THIS???

$2(1)-(2) \implies 5x = 40 \implies \boxed{x=8}$

The second equation can be rearranged for $x$ : $x+4y=24 \Rightarrow x=24-4y$

We can substitute $x$ into the top equation: $3x+2y=32 \Rightarrow 3(24-4y)+2y=32 \Rightarrow 72-10y=32$

Now we can solve for $y$ : $72-10y=32 \Rightarrow 10y=40 \Rightarrow y=\boxed{4}$

Using this, we can solve for $x$ using our rearranged equation:

$x=24-4y \Rightarrow x=24-16 = \boxed{8}$

The answer is $\boxed{x=8}$

Multiplying the first equation by 2: $6x + 4y = 64$ Let's subtract both equations: $6x + 4y -x-4y=64-24\implies5x = 40$ So, $x = 8$