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Hi bobbym; yeah, it seems the more tougher word problems I solve, the better I get
well, the main problem I have is converting the word problem into an algebraic problem; when it comes to solving the algebraic problem, its a piece of cake!
personally, I believe 0.999...=1 in the theoretical word, but 0.999...=0.999... in the real world. why? infinity doesn't exist in the real world, only in theory. thus, an infinite number of 9's is impossible in real life. I mean you cant accurately measure pi can you? nopies! so 0.999... is only a theoretical number. this "infinity exists here but not there" causes the whole topic to be whacko. that's also why the value infinity is kinda whacko. you cant fully explain it can you? nopies.....so really, 0.999... can be thought of along side i, pi, infinity, and all other undefined values that make math involving them impossible to fully explain in exact amounts (like integers, etc.)
HIYA! My name is
and, well I should probably warn you that I'm extremely crazy.......and weird.......and random........and I love mathematics! I'm also only a teen, making me a strange guy........anyways, when you're dealing with algebraic-type problems, I can easily solve them.......word problems? NO!!!! I hate word problems.....anyways........................YEY I FINALLY GOT MY ACCOUNT! NOW I CAN DO MORE FUN STUFF :3
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