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"polynomials" poems
my math teacher once said that the reason superheroes came about in the USA was because americans are the ones who needed the most saving i didn't know if i should've been offended on behalf of the kids in my class my math teacher isn't american yet i found my mind wandering throughout his lesson on polynomials i thought about super heroes in comic books batman, superman, ironman, wonderwoman someone had to do the saving but they all saved the world maybe they saved individuals i don't know americans are the ones who need the most saving we're the ones who need the most saving teenagers are the ones who need the most saving i'm the one who needs the most saving not from batman or superman or wonderwoman i need to be my own hero and save myself
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Sep 28, 2014
Sep 28, 2014 at 11:51 PM UTC
superheroes
Knights clad in paper armor Draw their pen-shaped swords In preparation for battle Against the dragon named Algebra All year they've trained for this day Poring over musty tomes Filled with archaic battle plans Entire armies have been lost In the dangerous search For the elusive variable called X The informants A and B Have consistently given Inconsistent information And the number line Has completely deserted them The numbers taunt the knights Mocking their puny calculators Confident in their unanswerable status Yet one by one The polynomials fall The dragon bows it's head The Knights have won the day.
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Dec 11, 2011
Dec 11, 2011 at 7:24 PM UTC
Battle for the Final Exam
////March 20 2014 ///// Fainting spells are more common when I'm trying to memorize how ****** got into power Sighing is more common when I'm trying to learn the art of polynomials crying is more common when I have two tests tomorrow and I still need to start that essay that was given yesterday madness is when I have to understand that my sadness is a genetic disposition I could never control Disappointment is more common when I have to yet again cancel the plans I made with my friends But still even after a week of doing this **** the only thing I learned is that knowledge isn't found in a textbook and a power point presentation
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Mar 20, 2014
Mar 20, 2014 at 8:05 PM UTC
Education
I don't know how to check my pulse But I sure can factor polynomials I don't know how to pay my taxes But I sure can tell you who the president was in 1952 I don't know how to love myself But I sure can tell you who sailed the ocean in 1492 I don't know how to apologize But I sure can search it on the internet I forgot how to love Oh dear, the computer's got my brain
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Feb 18, 2015
Feb 18, 2015 at 11:29 AM UTC
Education
study, cram, call, make plans... power point, presentation, speech, rewrite... theory, materialism and idealism and the difference, Marx, Freud to psychoanalyze... on to polynomials, linear equations, I make a scientific notation... take a break. (eat) ham sweet and thick with lots of pineapple and some cherries potato bread and cheese PowerAde to rehydrate little vodca with o.j. and cigarette after lunch, breathe . and it’s back to study lab to mentally beat meat. paper due, final today, did I remember to triple check and get rid of paper clips, include a cover sheet... ready to evaluate... I think. ready to second guess, miss dates and time, "you're late" again... 95, 98, 3.5 GPA? pre-test, for final, make sure your research is done, site, source, quote, student rate and double space power nap, smoke again, is the day over yet?..
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Nov 26, 2012
Nov 26, 2012 at 3:52 PM UTC
first half of today
Maybe we're not mistfits Maybe we're just as we should be This world doesn't need Another prom queen We're in desperate need Of the outcasts       The activists             The artists   The conspiracy theorists Trying to break the system We don't need more people Trying to teach us polynomials We need to see kindness First hand Someone to set the example Maybe we're not misfits Maybe we're just crazy enough To make a difference
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Aug 28, 2016
Aug 28, 2016 at 11:46 PM UTC
Mistfit
In algebra there is a method for factoring polynomials called "guess and check." You figure out the factors A and C   and mix and match them until you find something equal to the original problem. It's a good analogy for this feeling, these moments, where a direct answer escapes me, or you. So I am left with no other method, besides "guess and check." Sometimes the first few guesses find the answers, sometimes you have to try it twenty different ways. I am exhausted by this constant guess, of what A and C equal. An onerous search for the variables to solve the equation of making you happy.
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Dec 5, 2018
Dec 5, 2018 at 1:26 AM UTC
Factor Completely
Learn Advanced Math! Lines to Polygons Curves, Circles, Angles to Polyhedrons Challenge yourself with Algebraic Expression Solve Polynomials & Linear Equations Do Sampling Techniques, compute Data’s Central Tendency Test their Correlations & Probability Study Linear Function by f(x) = mx + b And Quadratic Function by f(x) = ax2 + bx + c There are also functions that are Polynomial Periodic, Logarithmic & Exponential! -09/04/2016 (Dumarao) *GEN Poems
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Sep 27, 2019
Sep 27, 2019 at 10:53 PM UTC
Learn Advanced Math
Recover from your wounds And get clothed before they hear us No, this isn't fair this isn't human Please, please spare me I promise keep the open faces, like spaces into a divine end a million assassins and ambassadors of your life and when the stars are zeroes of polynomials, I dread a smile at the end when it dies, my love all mine (The setting was dark, for there were streetlights at a distance. Till then it was all dark. He was eager to make the jump but feared his body, or worse his soul would give up then and there. As shadow passed his sight he gathered his disarray and the ungiving to his fever. He began to mumble, "Stand tall, for there is a reward The empty sky looked up and saw a flaw" He began to pull himself towards the lights away from misery. His walk had a limb and was as if he had walked a thousand miles in a thousand different places a thousand times all at once. "The empty sky asked Mother Nature, a strange request A roof must be put above, at her behest The mother looked confused and asked her child the purpose The sky replied I have nothing to take nor trust" Elliott was nearing this run in quite a splendid fashion and his mechanisms were working unorthodoxly. He was blinded by reflections from the mirrors at the side of cars passing through him. the light came from a distance not that far from him. he couldn't describe the cars. he didn't need to in his mind. he was far from observing the world as the world was changing. He continued "Mother questioned what her child meant, asked calmly the sky said that when all are asleep in this crude world, they flee to the land of dreams, but I, mother am but a piece Please give me something to dream up to when my troubles flee")
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Jun 1, 2023
Jun 1, 2023 at 3:15 AM UTC
My love, (All Mine)
Recover from your wounds And get clothed before they hear us No, this isn't fair this isn't human Please, please spare me I promise keep the open faces, like spaces into a divine end a million assassins and ambassadors of your life and when the stars are zeroes of polynomials, I dread a smile at the end when it dies, my love all mine (The setting was dark, for there were streetlights at a distance. Till then it was all dark. He was eager to make the jump but feared his body, or worse his soul would give up then and there. As shadow passed his sight he gathered his disarray and the ungiving to his fever. He began to mumble, "Stand tall, for there is a reward The empty sky looked up and saw a flaw" He began to pull himself towards the lights away from misery. His walk had a limb and was as if he had walked a thousand miles in a thousand different places a thousand times all at once. "The empty sky asked Mother Nature, a strange request A roof must be put above, at her behest The mother looked confused and asked her child the purpose The sky replied I have nothing to take nor trust" Elliott was nearing this run in quite a splendid fashion and his mechanisms were working unorthodoxly. He was blinded by reflections from the mirrors at the side of cars passing through him. the light came from a distance not that far from him. he couldn't describe the cars. he didn't need to in his mind. he was far from observing the world as the world was changing. He continued "Mother questioned what her child meant, asked calmly the sky said that when all are asleep in this crude world, they flee to the land of dreams, but I, mother am but a piece Please give me something to dream up to when my troubles flee")
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with at least one of                    A, B, C, D, E not equal to zero. This equation has 15 constants.                                 However, it can                    be multiplied by                                       any non-zero constant without changing              the curve;                                  thus by the choice of an appropriate                  constant of multiplication, any one           of the coefficients                                              can be set           to 1,                      leaving                                                only                   14 constants.                                      Therefore,       the space of quartic curves can be                           identified with the real projective                         space RP14 It also follows,                             from Cramer's          theorem on algebraic curves,                                that there is exactly one quartic curve                                 that passes                        through a set of                  14 distinct points                                 in general                                               position, since a quartic has                               14 degrees of freedom. One may                              also consider             quartic curves over other fields                        (or even rings),           for instance                      the complex                numbers. In this way,                    one gets m                   Riemann                                         surfaces,        which are                                                      one-dimensional objects over C,                             but are two-dimensional over R. An example           is the Klein                        quartic.                                Additionally, one can loo                k at curves in the                 projective                           plane,                 given by                                homogeneous polynomials.
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Jun 9, 2018
Jun 9, 2018 at 8:15 AM UTC
Ax^4+By^4+Cx^3y+Dx^2y^2+Exy^3+Fx^3+Gy^3+Hx^2y+Ixy^2+Jx^2+Ky^2+Lxy+Mx+Ny+P=0RP14
with at least one of                    A, B, C, D, E not equal to zero. This equation has 15 constants.                                 However, it can                    be multiplied by                                       any non-zero constant without changing              the curve;                                  thus by the choice of an appropriate                  constant of multiplication, any one           of the coefficients                                              can be set           to 1,                      leaving                                                only                   14 constants.                                      Therefore,       the space of quartic curves can be                           identified with the real projective                         space RP14 It also follows,                             from Cramer's          theorem on algebraic curves,                                that there is exactly one quartic curve                                 that passes                        through a set of                  14 distinct points                                 in general                                               position, since a quartic has                               14 degrees of freedom. One may                              also consider             quartic curves over other fields                        (or even rings),           for instance                      the complex                numbers. In this way,                    one gets m                   Riemann                                         surfaces,        which are                                                      one-dimensional objects over C,                             but are two-dimensional over R. An example           is the Klein                        quartic.                                Additionally, one can loo                k at curves in the                 projective                           plane,                 given by                                homogeneous polynomials.
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Theory of Indices Surds Ratio & Proportion Variation Quadratic Equations Quadratic Expressions Progression (AP, GP & HP) Complex Number Algebraic Equations and their solutions Permutation & Combination Binomial Theorem Mathematical Induction Logarithms Exponential Series and Logarithmic Series Determinants Matrices Partial Fractions Polynomials Cartesian Coordinates Function Transformations Equation Grapher Operations with Functions Matrices
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Dec 8, 2023
Dec 8, 2023 at 12:50 AM UTC
Untitled