Decision Science | Chapter 5 | Part 2 | MBA MCQs | DS
Decision Science MCQs
- When the possible outcomes of an experiment are equally likely to occur, this we apply:
- Relative probability
- Classical probability
- Conditional probability
- Subjective probability
- A number between 0 and 1 that is use to measure uncertainty is called:
- Random variable
- Probability
- Trial
- Simple event
- The probability of an event cannot be:
- Equal to zero
- Less than zero
- Greater than zero
- Equal to one
- Probability can be expressed as:
- Ration
- Fraction
- Percentage
- All of the above
- The probability of all possible outcomes of a random experiment is always equal to:
- One
- All of the above
- Infinity
- Zero
- The outcome of tossing a coin is a:
- Mutually exclusive event
- Certain event
- Simple event
- Compound event
- A set of all possible outcomes of an experiment is called
- Combination
- Compound event
- Sample space
- Sample point
- When each outcome of a sample space is as likely to occur as any other, the outcomes are called:
- Exhaustive
- Not mutually exclusive
- Equally likely
- Mutually exclusive
- The range of normal distribution is:
- 0 to n
- 0 to ∞
- -1 to +1
- -∞ to +∞
- In normal distribution
- Mean = Median = Mode
- Mean> Median > Mode
- Mean ≠ Median ≠ Mode
- Mean < Median < Mode
- Which of the following is true for the normal curve:
- Symmetrical
- All of the above
- Bell-shaped
- Unimodel
- In a normal curve, the ordinate is highest at:
- Standard deviation
- Q1
- Variance
- Mean
- The parameters of the normal distribution are
- np and nq
- n and p
- μ and σ2
- μ and σ
- The shape of the normal curve depends upon the value of:
- Standard deviation
- Quartile deviation
- Mean deviation
- Q1
- The normal distribution is a proper probability distribution of a continuous random variable, the total area under the curve f(x) is:
- Equal to one
- Between -1 and +1
- More than one
- Less than one
- In a normal probability distribution of a continuous random variable, the value of standard deviation is:
- Zero
- None of the above
- Greater than zero
- Less than zero
- In a normal curve, the highest point on the curve occurs at the mean, μ, which is also the:
- Median and mode
- Lower and upper quartiles
- Variance and standard deviation
- Geometric mean and harmonic mean
- The normal curve is symmetrical and for symmetrical distribution, the values of all odd order moments about mean will always be:
- 1
- 0.5
- 0.25
- 0
- The maximum ordinate of a normal curve is at:
- X = σ2
- X = μ
- X = μ + σ
- X = μ - 2σ
- The value of the standard deviation σ of a normal distribution is always:
- Equal to zero
- Equal to 0.5
- Less than zero
- Greater than zero
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