Sometimes Discrete or sometimes Continuous random variable
D.
Both A and B
The Answer Is:
A
This question includes an explanation.
Explanation:
A Bernoulli random variable is the simplest form of discrete random variable.
It can take only two values:
1 with probability p (success).
0 with probability (1 – p) (failure).
Since the outcomes are finite (binary), it is a discrete random variable.
Option B (Continuous): Incorrect, as continuous variables take values from an interval (e.g., real numbers).
Option C and D: Incorrect, as Bernoulli is always discrete, never continuous.
Thus, the correct answer is Option A (Discrete random variable).
[Reference:, DASCA Data Scientist Knowledge Framework (DSKF) – Probability & Statistics for Data Science: Random Variables and Bernoulli Distribution., ]
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