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Batch-01_BSc_Semester-01_Algorithmic Thinking and its Applications

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Task 1: Custom Decimal to Binary Converter

Scenario:

You are building a basic digital simulator for beginners to understand how numbers are represented inside machines. The simulator must show the binary representation of a given decimal number without using any built-in conversion functions like bin().

Instructions:

  • Write a Python function decimal_to_binary(n) that:

    • Takes a positive integer n.

    • Returns its binary representation as a string (e.g., "1010" for input 10).

    • Does not use bin() or similar Python inbuilt methods.

    • Reverse the string required to produce the correct binary output.

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Why is it essential to understand the order of coefficients in the input list before evaluation?
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What is the purpose of using integer division in manual binary conversion programs?
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What is the primary role of prefixes like 0b, 0o, and 0x in number representations in Python?
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Which of the following best explains why binary is fundamental in computer systems?
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What does the range() function combined with len() help accomplish in polynomial evaluation?
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How does the += operator contribute to the evaluation process in the polynomial function?
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How many binary digits (bits) are required to represent one hexadecimal digit?
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In Horner’s method, which step is repeated for each coefficient?
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In decimal-to-binary conversion, which operation helps extract the binary digits one by one?
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