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Let's simplify the equation bit by bit and have some fun with solving it! First, distribute the terms on the left side: \[ 4a - 2(a + 9) = 4a - 2a + 18 \] This becomes: \[ 4a - 2a - 18 = 2a + 18 \] Now, simplify it: \[ 2a - 18 = 2a + 18 \] Now, let’s subtract \(2a\) from both sides: \[ -18 = 18 \] Oops! What's happening here? This tells us that we've hit a contradiction, which means there are no solutions for \(a\). The left side can never equal the right side, so the original equation is not valid for any value of \(a\)! Remember, math can be tricky, but that’s what makes it so interesting! Keep up the great work!
