How to resolve the algorithm Convert decimal number to rational step by step in the МК-61/52 programming language
Published on 12 May 2024 09:40 PM
How to resolve the algorithm Convert decimal number to rational step by step in the МК-61/52 programming language
Table of Contents
Problem Statement
The task is to write a program to transform a decimal number into a fraction in lowest terms. It is not always possible to do this exactly. For instance, while rational numbers can be converted to decimal representation, some of them need an infinite number of digits to be represented exactly in decimal form. Namely, repeating decimals such as 1/3 = 0.333... Because of this, the following fractions cannot be obtained (reliably) unless the language has some way of representing repeating decimals: Acceptable output: Finite decimals are of course no problem:
Let's start with the solution:
Step by Step solution about How to resolve the algorithm Convert decimal number to rational step by step in the МК-61/52 programming language
Source code in the мк-61/52 programming language
П0 П1 ИП1 {x} x#0 14 КИП4 ИП1 1 0
* П1 БП 02 ИП4 10^x П0 ПA ИП1 ПB
ИПA ИПB / П9 КИП9 ИПA ИПB ПA ИП9 *
- ПB x=0 20 ИПA ИП0 ИПA / П0 ИП1
ИПA / П1 ИП0 ИП1 С/П
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