My College Professors Be Like...

The paranoia is real. Nothing says "trust issues" like wrapping your calculator in parentheses just to make absolutely sure it calculates 2+3*4 as 2+(3*4) instead of (2+3)*4. That's the difference between getting 14 and 20, and I'm not taking any chances with my code logic. The calculator says it follows PEMDAS, but do I believe it? Absolutely not. Those extra parentheses are basically the programming equivalent of wearing both a belt AND suspenders.

The harsh reality that keeps systems engineers up at night: we're using an entire byte (8 bits) to store a boolean value that only needs 1 bit. That's an 87.5% waste of memory. It's like buying an 8-bedroom mansion just to store a single shoe. But here's the thing—computers can't efficiently address individual bits. Memory is byte-addressable, so we're stuck with this inefficiency unless you want to manually pack bits together like some kind of medieval bit-packing peasant. Sure, you could optimize it with bitfields or bit arrays, but at what cost? Your sanity? Readability? The ability to debug without wanting to throw your laptop out the window? So we accept this beautiful waste in exchange for simplicity and speed. Sometimes the truth hurts more than a segmentation fault.

This function is the CS equivalent of taking a sledgehammer to crack a nut. Base cases? Check. Recursion? Check. Unnecessarily complex ternary operator? Triple check! The function handles 0 and 1 as base cases (0 is even, 1 is odd), but then goes completely off the rails with a recursive call that either subtracts OR adds 2 depending on whether n is positive. It's like writing a novel when "return n % 2 == 0" would do the job in one line. The real cherry on top? This function will eventually reach a base case for any integer input, but at what cost? Your CPU fans are already spinning up in anticipation of the stack overflow.

That innocent Tower of Hanoi toy? Just a cute puzzle for toddlers until you hit your first algorithms class. Then it's the harbinger of recursive nightmares that haunt you forever. Nothing says "I've seen things" like flashbacks to calculating the minimum moves for n disks at 2AM while questioning your life choices. That dog's thousand-yard stare is basically every CS student after realizing this "simple toy" requires 2^n-1 operations. Childhood ruined, career path set.

When you're staring at an expression like a + b * c / d - e and your brain just... nopes out. Sure, you COULD memorize the operator precedence table like some kind of mathematical wizard, OR you could just throw parentheses at everything like you're building a fortress of clarity. The calculator might know its order of operations, but do you trust it? ABSOLUTELY NOT. Better slap those parentheses around every single operation just to be safe. Is it elegant? No. Does it work? Also questionable. But at least you know EXACTLY what's happening, even if your code looks like it's wearing braces on its teeth. Pro tip: PEMDAS is great until you realize programming languages have like 47 different operator precedence levels and bitwise operators lurking in the shadows.

OMG, the AUDACITY of some developers! 💀 Instead of fixing their horrifically inefficient spaghetti code, they just throw more RAM and faster CPUs at the problem like that's going to save their algorithmic sins! Honey, your O(n²) monstrosity isn't going to magically become O(log n) just because you bought a shiny new processor. It's like putting a Ferrari engine in a shopping cart and expecting it to win Formula 1. The hardware might be faster, but your code is still a dumpster fire wrapped in a tragedy!