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πŸ’‘πš‚π—†π–Ίπ—‹π—π—†π–Ίπ—‡ π™°π—‰π—‰π—ŒπŸ“±
πŸ’‘πš‚π—†π–Ίπ—‹π—π—†π–Ίπ—‡ π™°π—‰π—‰π—ŒπŸ“± @ SmartmanApps @programming.dev
Posts
22
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591
Joined
2 yr. ago

  • people don’t really use the Γ· symbol in algebra beyond like 6th grade

    Yes they do, just pick up a high school Maths textbook (in a country which uses obelus rather than colon).

  • And "Multiplication" refers literally to multiplication signs, of which there are none in this question.

  • This isn’t really one of the ambiguous ones but it’s fair to consider it unclear.

    #MathsIsNeverAmbiguous if you follow all the rules of Maths (there's a lot of people here who aren't).

  • if you see a number butted up against an expression in parentheses you assume there is a multiplication symbol there

    No, it means it's a Term (product). If a=2 and b=3, then axb=2x3, but ab=6.

    I was taught 2(2+2)==2*(2+2)

    2(2+2)==(2*(2+2)). More precisely, The Distributive Law says that 2(2+2)=(2x2+2x2).

  • It’s true you resolve what’s inside the parentheses first, giving you. 8Γ·2(4) or 8Γ·2x4.

    Not "inside parenthesis" (Primary School, when there's no coefficient), "solve parentheses" (High School, The Distributive Law). Also 8Γ·2(4)=8Γ·(2x4) - prematurely removing brackets is how a lot of people end up with the wrong answer (you can't remove brackets unless there is only 1 term left inside).

  • A matter of convention: true

    False. Actual rules of Maths

    This is not one of the ambiguous ones

    There aren't any ambiguous ones - #MathsIsNeverAmbiguous

  • since 🐟 is no longer a number

    It's still a pronumeral though, equal to 4, so the answer is still 8Γ·8=1.

  • confidently wrong on the internet

    I made a hashtag for people #LoudlyNotUnderstandingThings :-)

  • They are order of operations

    No, they're not.

    Multiplication and division are not on the same level

    Yes, they are.

    they are distinct operations which form the identity when combined with a multiplication

    In other words, they are the inverse operation of each other - welcome to why they have the same precedence.

    order of ops is an established convention, not mathematical fact

    It's a mathematical fact.

  • Under pemdas divisor operators must literally be completed after multiplication

    Not literally. It's only a mnemonic, not the actual rules.

    They are not of equal priority

    Yes, they are. Binary operators have equal precedence, and unary operators have equal precedence.

  • it was decided that it would be easier to change how the equation was interpreted

    No, it wasn't. The claim that the rules were changed is a debunked myth.