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Chebucto Regional Softball Club

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  3. Mathematics is a language.
A forum for discussing and organizing recreational softball and baseball games and leagues in the greater Halifax area.

Mathematics is a language.

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  • myrmepropagandistF myrmepropagandist

    So, when you point out innumeracy I think you should explain it with patience. Explain it understanding that some people who may be well informed and intelligent in other matters might not understand why, for example, decreasing by more than 100 percent is nonsense.

    (100 percent is all of something. A 50 percent decrease is half. '100 percent decrease means' it's zero. Decrease by more than 200 percent? means it's less than zero, negative. Negative prices make no sense. )

    Jess👾J This user is from outside of this forum
    Jess👾J This user is from outside of this forum
    Jess👾
    wrote last edited by
    #12

    I agree.

    Donald Trump is NOT a stupid man.

    Really, he's not.

    Okay sure, NOW he is struggling with dementia, but he's been playing fast and loose with numbers his whole career. It's a regular trait of con artists. It's like an anti-dog whistle to keep the attention of your marks and make them feel isolated from everyone else. To intentionally confuse use numbers to communicate facts with numbers to communicate vibes. For people like us who use numbers to communicate facts, we can't help ourselves but to go for the "Well Actually" when someone says "I'm going to lower prices 200%!" But for the people he's actually talking to, they understand what he's saying - "I'm going to lower prices a whole bunch".

    @futurebird

    myrmepropagandistF 1 Reply Last reply
    0
    • Jess👾J Jess👾

      I agree.

      Donald Trump is NOT a stupid man.

      Really, he's not.

      Okay sure, NOW he is struggling with dementia, but he's been playing fast and loose with numbers his whole career. It's a regular trait of con artists. It's like an anti-dog whistle to keep the attention of your marks and make them feel isolated from everyone else. To intentionally confuse use numbers to communicate facts with numbers to communicate vibes. For people like us who use numbers to communicate facts, we can't help ourselves but to go for the "Well Actually" when someone says "I'm going to lower prices 200%!" But for the people he's actually talking to, they understand what he's saying - "I'm going to lower prices a whole bunch".

      @futurebird

      myrmepropagandistF This user is from outside of this forum
      myrmepropagandistF This user is from outside of this forum
      myrmepropagandist
      wrote last edited by
      #13

      @JessTheUnstill

      As a teacher I find projecting intelligence on to other people can be very effective.

      "You might not have thought about percents for a while, but I'm certain someone like you can see how ... "

      Then fully explain it as you would to someone who didn't know how it worked. Invite people to join the "we get it club" instead of just laughing and keeping them out.

      myrmepropagandistF 1 Reply Last reply
      0
      • myrmepropagandistF myrmepropagandist

        So, when you point out innumeracy I think you should explain it with patience. Explain it understanding that some people who may be well informed and intelligent in other matters might not understand why, for example, decreasing by more than 100 percent is nonsense.

        (100 percent is all of something. A 50 percent decrease is half. '100 percent decrease means' it's zero. Decrease by more than 200 percent? means it's less than zero, negative. Negative prices make no sense. )

        Phil BettsP This user is from outside of this forum
        Phil BettsP This user is from outside of this forum
        Phil Betts
        wrote last edited by
        #14

        @futurebird there are also patterns that make maths not inherently intuitive; if you increase something by 100% you double it, so you might make a reasonable assumption that if you invert that and decrease 100% you'd get back to where you started.

        I.e. if an increase by 100% = x2
        shouldn't a decrease by 100% = /2?

        Wrong, but not *obviously* wrong.

        Michelle HughesM 1 Reply Last reply
        0
        • myrmepropagandistF myrmepropagandist

          So, when you point out innumeracy I think you should explain it with patience. Explain it understanding that some people who may be well informed and intelligent in other matters might not understand why, for example, decreasing by more than 100 percent is nonsense.

          (100 percent is all of something. A 50 percent decrease is half. '100 percent decrease means' it's zero. Decrease by more than 200 percent? means it's less than zero, negative. Negative prices make no sense. )

          Turing IncompleteD This user is from outside of this forum
          Turing IncompleteD This user is from outside of this forum
          Turing Incomplete
          wrote last edited by
          #15

          @futurebird I have seen studies that show membership in a group stereotyped as not being good at something actually materially affected a person's performance in said areas. We tend to accept the stereotypes placed on us by society, on average.

          Turing IncompleteD 1 Reply Last reply
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          • Turing IncompleteD Turing Incomplete

            @futurebird I have seen studies that show membership in a group stereotyped as not being good at something actually materially affected a person's performance in said areas. We tend to accept the stereotypes placed on us by society, on average.

            Turing IncompleteD This user is from outside of this forum
            Turing IncompleteD This user is from outside of this forum
            Turing Incomplete
            wrote last edited by
            #16

            @futurebird In this case, I think many people simply identify with this amorphous "math is hard" group. And it is this more than how math is taught that affects the problem of innumeracy. Because I have seen people who have always done incredibly poorly with math at school but can recite endless sportsball statistics.

            1 Reply Last reply
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            • myrmepropagandistF myrmepropagandist

              @JessTheUnstill

              As a teacher I find projecting intelligence on to other people can be very effective.

              "You might not have thought about percents for a while, but I'm certain someone like you can see how ... "

              Then fully explain it as you would to someone who didn't know how it worked. Invite people to join the "we get it club" instead of just laughing and keeping them out.

              myrmepropagandistF This user is from outside of this forum
              myrmepropagandistF This user is from outside of this forum
              myrmepropagandist
              wrote last edited by
              #17

              @JessTheUnstill

              I'm always looking for ways to get better at explaining things without any hint of an implication that I'm doing it because I don't think that you know.

              Enthusiasm can be a good tool here too. "this is just so neat I *need* to gush about it"

              With men older than me I use "can you tell me if I've got it right?"

              But the best (and most difficult) is making it as clear and simple as possible. So it doesn't seem like an explanation at all. It's just an extra sentence.

              1 Reply Last reply
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              • dataramaD datarama

                @futurebird When I was still teaching maths, there were a few things I liked to do specifically to reel in the students who had ended up internalizing a story that they were bad at maths and that maths was incomprehensible arcane magic only used by people with very special brains.

                The first was to try to emphasize how *human* a lot of our conception of maths is. (It helps here that I'm not a mathematical platonist.) Why do we use base 10? Why did the practice of writing mathematical proofs first pop up in ancient India and Greece, even though eg. Babylonians had been using pretty advanced maths for millennia without bothering to prove anything? Why has so much of mathematical history been preoccupied with finding the "essence" of various constructs; is it just a coincidence that that came out of a culture that had a strong essentialist inclination?

                The second was closely related to the first: Putting human faces on all these things. Did you know Pythagoras was deathly afraid of beans, and also that he was the leader of a weird cult? Or that Georg Cantor spent his later years trying to convince everyone that William Shakespeare was actually Francis Bacon writing under a cover name? That we have no reliable biographical information about Euclid at all, and that he may not have been a single individual at all? That Emmy Noether kept teaching out of her own apartment after the Nazis excluded her from the university? I've had many students - *especially* the ones less comfortable with numbers and pure maths - tell me that they could use some of all these little things as "handles" to jog their memories.

                The third was to pose absurd questions that had non-obvious answers that maths clearly illuminated. Are there two people in Denmark who have exactly the same number of hair follicles on their heads? (There's about 150.000 hair follicles on an average Scandinavian head and about six million people in Denmark, so...). The story of Abraham Wald and the airplane armouring, the Linda Paradox, a Zombie Apocalypse version of the river crossing problem, etc.

                Mostly, I tried to show students that maths is not an exclusive club at all. I won't say I succeeded evenly, but I know many of them appreciated it.

                Annelies Kamran, Ph.D.A This user is from outside of this forum
                Annelies Kamran, Ph.D.A This user is from outside of this forum
                Annelies Kamran, Ph.D.
                wrote last edited by
                #18

                @datarama @futurebird love this - the stories were my route into math because it turns out I *can't* care about some random equation but if there's a real problem that I want to solve and math can help, I'm capable of teaching myself from a book. (And I don't mean a "problem" like two trains passing going different speeds, etc. I always hated those and I still do.)

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                • Phil BettsP Phil Betts

                  @futurebird there are also patterns that make maths not inherently intuitive; if you increase something by 100% you double it, so you might make a reasonable assumption that if you invert that and decrease 100% you'd get back to where you started.

                  I.e. if an increase by 100% = x2
                  shouldn't a decrease by 100% = /2?

                  Wrong, but not *obviously* wrong.

                  Michelle HughesM This user is from outside of this forum
                  Michelle HughesM This user is from outside of this forum
                  Michelle Hughes
                  wrote last edited by
                  #19

                  @philbetts @futurebird

                  I recently saw a science video that said the star Trappist-1 is "1,800 times less bright" than our sun. I don't like this. I guess that would mean that its brightness is 1/1800th that of the sun, but saying it the way they did is confusing.

                  myrmepropagandistF 1 Reply Last reply
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                  • Michelle HughesM Michelle Hughes

                    @philbetts @futurebird

                    I recently saw a science video that said the star Trappist-1 is "1,800 times less bright" than our sun. I don't like this. I guess that would mean that its brightness is 1/1800th that of the sun, but saying it the way they did is confusing.

                    myrmepropagandistF This user is from outside of this forum
                    myrmepropagandistF This user is from outside of this forum
                    myrmepropagandist
                    wrote last edited by
                    #20

                    @MegaMichelle @philbetts

                    It's confusing to use a large number to convey how small something is, I agree.

                    1 Reply Last reply
                    0
                    • myrmepropagandistF myrmepropagandist

                      So, when you point out innumeracy I think you should explain it with patience. Explain it understanding that some people who may be well informed and intelligent in other matters might not understand why, for example, decreasing by more than 100 percent is nonsense.

                      (100 percent is all of something. A 50 percent decrease is half. '100 percent decrease means' it's zero. Decrease by more than 200 percent? means it's less than zero, negative. Negative prices make no sense. )

                      ? Offline
                      ? Offline
                      Guest
                      wrote last edited by
                      #21

                      @futurebird What do you reckon the percentage of people is who understand that the reverse of going up 30% is not going down 30%

                      myrmepropagandistF 2 Replies Last reply
                      0
                      • ? Guest

                        @futurebird What do you reckon the percentage of people is who understand that the reverse of going up 30% is not going down 30%

                        myrmepropagandistF This user is from outside of this forum
                        myrmepropagandistF This user is from outside of this forum
                        myrmepropagandist
                        wrote last edited by
                        #22

                        @Quantensalat

                        Among adults? At least like 70 percent. It's not obvious, and in many cases the numerical difference isn't that great...

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                        • ? Guest

                          @futurebird What do you reckon the percentage of people is who understand that the reverse of going up 30% is not going down 30%

                          myrmepropagandistF This user is from outside of this forum
                          myrmepropagandistF This user is from outside of this forum
                          myrmepropagandist
                          wrote last edited by
                          #23

                          @Quantensalat

                          This is one of the neat wrinkles of how percentages work, but I think the most important thing to understand about percents is that they allow us to compare changes in quantities of different sizes.

                          1,000 people moving to NYC isn't the same as 1,000 people moving to a town with a population of 300.

                          How do you compare those population increases in a way that makes sense?

                          A fraction could work, but using a fraction out of 100 is very practical and easy to understand.

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                          • myrmepropagandistF myrmepropagandist

                            Mathematics is a language. But innumeracy is also a language and our president is fluent.

                            It's not just that he exaggerates, lies, and says things that make no sense when talking about numbers "often" no this is something deeper.

                            He is deeply committed to *never* speaking about any statistic or numerical fact in a way that would suggest that it's important to understand how basic math works, or even that it exists at all.

                            This isn't just ignorance or laziness, it's one of his core values.

                            zenkatZ This user is from outside of this forum
                            zenkatZ This user is from outside of this forum
                            zenkat
                            wrote last edited by
                            #24

                            @futurebird He's literally done this billions of times.

                            myrmepropagandistF 1 Reply Last reply
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                            • zenkatZ zenkat

                              @futurebird He's literally done this billions of times.

                              myrmepropagandistF This user is from outside of this forum
                              myrmepropagandistF This user is from outside of this forum
                              myrmepropagandist
                              wrote last edited by
                              #25

                              @zenkat

                              It just keeps increasing very strongly. He never uses numbers correctly they are 1000 percent more wrong every day. We are seeing this happening worse and worse it's going down to levels of incorrect that have never been seen.

                              1 Reply Last reply
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