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Размер: 487
Комментарий:
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← Версия 3 от 2019-11-30 23:51:56 ⇥
Размер: 488
Комментарий:
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| Удаления помечены так. | Добавления помечены так. |
| Строка 14: | Строка 14: |
| Spoiler: $$10^n*A/B < 2^31$$ means that you can just take a integer part of it, then divide the result back to $$10^n$$ | Spoiler: $$10^n*A/B < 2^31$$ means that you can just take an integer part of it, then divide the result back to $$10^n$$ |
Input three cardinals — A, B and n. Output double float F that has exact n decimal places of A/B. You need to write a subroutine than accepts double f=A/B in $f12 and integer n in $a0 and returns rounded double F in $f0. Hint: $$10^n*A/B < 2^31$$
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Spoiler: $$10^n*A/B < 2^31$$ means that you can just take an integer part of it, then divide the result back to $$10^n$$