Post number #1031737, ID: 57a89a
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The fifth-degree polynomial y = 0.258333x^5 - 3.875x^4 + 21.958333x^3 - 58.125x^2 + 72.78333x - 32 passes through the points (1,1), (2,3), (3,5), (4,7), (5,9), (6,42) which allows me to state with absolute confidence that the next number in the sequence is
Post number #1031815, ID: 2ff7e4
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why dont you come over and say that to my face while i rape your cute little mouth you silly bitch
Post number #1031821, ID: bd270f
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Huh that’s interesting. I’d plug in into my calculator. If it were first degree, I would look for the number it increases by when you add one. If it were second degree, I would already have to go to the calculator because I think you COULD find a pattern of ‘it changes by the position multiplied by itself and a 3rd number summed with a set amount each time’ but I can only hold like 2 things in my head at a time.
Post number #1031822, ID: bd270f
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It seems trivial to plug into a calculator, and too much work. Is there another clever math way you’re getting at? You look really pretty today by the way : )
Post number #1031831, ID: 352e6a
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FAKE AND GAY
I plugged the polynomial into Desmos and f(2) is actually equal to 2.99998, not 3, proof https://files.catbox.moe/yr2qdk.png
GET SIGFIG'D BITCH
Post number #1031833, ID: 40bfb7
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>>1031831 Either you did something wrong or Desmos made a rounding error. Finding out the value of f(2) is piss-easy btw. Just replace y with f(2) in the formula and calculate every step individually before adding them together.
Post number #1031835, ID: 40bfb7
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0.258333 * 32 = 8.266656 (because 2 rounded up by 5 is 32 etc) -3.875 * 16 = -62.000 21.958333 * 8 = 175.666664 -58.125 * 4 = -232.500 72.78333 * 2 = 145.56666
so now the formula looks like this: f(2) = 8.266656 - 62.000 + 175.666664 - 232.500 + 145.56666 - 32 it's the exact same formula just written differently
Post number #1031836, ID: 40bfb7
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if we do each step individually we get
8.266656 - 62.000 = -53.733344
-53.733344 + 175.666664 = 121.93332
121.93332 - 232.500 = -110.56668
-110.56668 + 145.56666 = 35.000
35.000 - 32 = 3.000
see how it ends with 3.000? i'll have my coffee black, biatch~
Post number #1031838, ID: 40bfb7
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>>bd270f i never do large numbers like this by hand unless i want to challenge myself for fun and then i write down every step. i know some people do this in their heads without writing shit down but just like you i can only hold a couple of things in my head at a time.
Post number #1031839, ID: 40bfb7
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>>1031835 i'm a bit sleep deprived but i meant to say "2 to the power of 5 is 32" here but i'm sure you understood that.
Post number #1031918, ID: bcc262
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>>352e6a Faking intelligence isn't intelligence, you can only fake it if you have it~. Since the fake outcry was a projection on your part I can only assume the gay outcry was as well. Faggot.
Post number #1031919, ID: bcc262
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>>40bfb7 When you explain it like you that you honestly made it look easy. Hats off to you, sis.
Post number #1031939, ID: bd270f
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>>1031838 thanks sis kiss!
Total number of posts: 13,
last modified on:
Wed Jan 1 00:00:00 1730680279
| The fifth-degree polynomial y = 0.258333x^5 - 3.875x^4 + 21.958333x^3 - 58.125x^2 + 72.78333x - 32 passes through the points (1,1), (2,3), (3,5), (4,7), (5,9), (6,42) which allows me to state with absolute confidence that the next number in the sequence is