
@SergeyPantyukh
Если так решают математические задачки IT специалисты, я представляю как же они пишут код )
💬 ответы (25)
2023-01-16 06:41:53

@NataliaKromskaya
Добрый день! А может кто-то порекомендовать vpn, чтоб сайты рф открыть. Проблема с мин образования 😂
💬 ответы (2)
2023-01-16 06:39:48

@djofmyself
Сначала выполняется в скобках. А далее идут равнозначные операции
💬 ответы (1)
2023-01-16 05:54:35

@djofmyself
Сначала выполняется действие в скобках
Потом умножение и деление
Потом сложение и вычитание
💬 ответы (7)
2023-01-16 05:51:12

@5746426083
Доброй ночи! Как на айфоне купленном в России поменять регион/ id , чтобы можно было привязать карту для оплаты приложений. Сейчас карту привязываю, пишут что не может быть использована для оплаты приложений
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2023-01-15 20:47:04

@dmitrystu
Кстати, потом можно устроить вечер физики. Есть пара вирусных задачек.😎
💬 ответы (11)
2023-01-15 19:56:21

@vaskilya
Тема кстати и правда хорошая, можно про проблему языка вспомнить что-то в духе проблемы десятичной дроби относительно натуральной из началки лицея, типа равно ли 1/3 + 1/3 + 1/3 и 0.3{3} + 0.3(3) + 0.3(3)
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2023-01-15 19:18:24

@sfnmike
What is the correct answer of [6/2(2+1)], 1 or 9?
Originally answered for “What is the correct answer of [6÷2(2+1)], 1 or 9?”
It is a typical divisive question, there is not a single true answer, it depends on your previos knowledge and your belief.
Many people use BOMDAS, if they follow the B - O - M - D - A - S rule mechanically (ignoring that D-M and A-S are interchangeable), the result is 1.
More advanced people, who use BOMDAS are taking M-D and A-S interchangeability (sometimes referred as PEMA) will come to 9 as a result, because within equal precedence operators the evaluation order is left-to-right. Google and some other calculators are also using this method. But that’s not the full picture.
Some people notice, that ÷ is an old sign for division, and it had higher precedence than * or /. That’s true, but as of today, its precedence is the same as * or /.
If you write “2(1+2)”, it is different from “2*(1+2)”, because it omits the multiplication sign. It suggests that these factors “stick together”, this operation has higher precedence than others within the same precedence level. It’s called juxtaposition. Using this observation the result is still 1. Many scientific calculators are also using this rule.
Finally, mathematicians etc. who are working with formulas generally treat the division as if it was fraction, therefore they put the “2(2+1)” part into the denominator, automatically. For mathematicians, the formula is inconsistent, but the contradiction can be resolved, and the result is 1.
Bottom line: Since there’s a heated debate about the result, let’s accept those opinion who are expert of this field. The practice of the mathematicians say that this formula should be interpreted as “6 / (2 * (2 + 1))”, so the result is 1.
Disclaimer: my degree is programmer-mathematician, I learned math in uncountable hours at uni.
Originally answered for “What is the correct answer of [6÷2(2+1)], 1 or 9?”
It is a typical divisive question, there is not a single true answer, it depends on your previos knowledge and your belief.
Many people use BOMDAS, if they follow the B - O - M - D - A - S rule mechanically (ignoring that D-M and A-S are interchangeable), the result is 1.
More advanced people, who use BOMDAS are taking M-D and A-S interchangeability (sometimes referred as PEMA) will come to 9 as a result, because within equal precedence operators the evaluation order is left-to-right. Google and some other calculators are also using this method. But that’s not the full picture.
Some people notice, that ÷ is an old sign for division, and it had higher precedence than * or /. That’s true, but as of today, its precedence is the same as * or /.
If you write “2(1+2)”, it is different from “2*(1+2)”, because it omits the multiplication sign. It suggests that these factors “stick together”, this operation has higher precedence than others within the same precedence level. It’s called juxtaposition. Using this observation the result is still 1. Many scientific calculators are also using this rule.
Finally, mathematicians etc. who are working with formulas generally treat the division as if it was fraction, therefore they put the “2(2+1)” part into the denominator, automatically. For mathematicians, the formula is inconsistent, but the contradiction can be resolved, and the result is 1.
Bottom line: Since there’s a heated debate about the result, let’s accept those opinion who are expert of this field. The practice of the mathematicians say that this formula should be interpreted as “6 / (2 * (2 + 1))”, so the result is 1.
Disclaimer: my degree is programmer-mathematician, I learned math in uncountable hours at uni.
💬 ответы (3)
2023-01-15 21:37:41