I think I broke physics

13»

Replies

  • jasonmh630
    jasonmh630 Posts: 2,850 Member
    I can count to potato

    166.png

    tumblr_m4y5u98fsQ1qeablwo1_250.jpg
  • WandaMM1
    WandaMM1 Posts: 132 Member
    As much as this made my head hurt, this thread is still exponentially better than the "would you {pick a verb} the person above you" threads!!!
  • GothyFaery
    GothyFaery Posts: 762 Member
    So bear with me here, I was just doing some brain thinking and realized something

    if you eat 1 gram of pure fat, thats 9 calories. And to lose 1 lb you need to burn 3500 calories, or conversely to gain a lb you need to eat 3500 calories (above/below TDEE).

    so 1 g of fat= 9 cals

    9 cals divided by 3500 cals/lbs = 0.0025714285714286 lbs

    0.0025714285714286 lbs times 453.592 g's per pound = 1.16637942857 g's

    so 1 g of fat eaten = 1.166 g's gained? what happened to conservation of mass and energy?

    You're assuming that these numbers are exact and they are not. 1LB =\= exactly 3500 calories and 1g of fat =\= exactly 9 calories. It's like saying pi=3.14. Yes it does but you're dropping off a few numbers there. Someone who ran a calculation with pi taking it out to 3.141592 would get a slightly different answer than someone who ran the same calculation only going out to 3.14.
  • JTick
    JTick Posts: 2,131 Member
    I can count to potato

    166.png

    tumblr_m4y5u98fsQ1qeablwo1_250.jpg

    [img]data:image/jpeg;base64,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[/img]
  • MyChocolateDiet
    MyChocolateDiet Posts: 22,281 Member
    Pffft! He didn't even put two trains in there leaving at the same time. This is SO not a math problem.
  • alice_schmalice
    alice_schmalice Posts: 283 Member
    42
  • This content has been removed.
  • eventerchick80
    eventerchick80 Posts: 98 Member
    This thread makes me so happy.
  • zorbaru
    zorbaru Posts: 1,077 Member
    so if i eat nothing that is more than 10% fat, i cant possibly have a body fat percentage of more than 10% right?
  • leahraskie
    leahraskie Posts: 260 Member
    In food nutrition almost everything is rounded. ._. Same goes for calorie labels, the FDA kinda sucks at requiring completely accurate information.