Question:
Floating-point representation is mainly used for:
Floating-point representation is mainly used for:
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Whenever you see decimal values or scientific notation,
floating-point representation is used instead of integer representation.
Updated On: Jun 8, 2026
- Characters
- Integers
- Real numbers
- Logic values
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The Correct Option is C
Solution and Explanation
Concept:
Many scientific and engineering calculations involve numbers containing fractional parts such as:
\[
3.14,\quad 0.005,\quad 125.78
\]
Such values cannot be represented efficiently using ordinary integer representation.
Floating-point representation stores numbers in the form:
\[
\text{Mantissa} \times \text{Base}^{\text{Exponent}}
\]
which allows representation of very large and very small real numbers.
Step 1: Understand integer representation.
Integers include values such as: \[ 5,\quad 100,\quad -20 \] These can be stored directly using integer formats.
Step 2: Consider numbers with fractions.
Examples: \[ 2.75,\quad 0.125,\quad 3.14159 \] These require decimal precision.
Step 3: Purpose of floating-point representation.
Floating-point format is specifically designed for: Real Numbers Therefore, \[ \boxed{\text{Real numbers}} \]
Step 1: Understand integer representation.
Integers include values such as: \[ 5,\quad 100,\quad -20 \] These can be stored directly using integer formats.
Step 2: Consider numbers with fractions.
Examples: \[ 2.75,\quad 0.125,\quad 3.14159 \] These require decimal precision.
Step 3: Purpose of floating-point representation.
Floating-point format is specifically designed for: Real Numbers Therefore, \[ \boxed{\text{Real numbers}} \]
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