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PYQs Based Test - 18 : Poisson, Normal and Binomial Distribution — Free Mock Test (GATE EE) | ExamTest.live | ExamTest.live

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PYQs Based Test - 18 : Poisson, Normal and Binomial Distribution

Questions

Duration

180 min

Total Marks

Negative

−0.25

Topics Covered

General(8)Electrical Engineering(2)

Sample Questions from this Test

$The second moment of a Poisson-distributed random variable is 2. The mean of the random variable is _______.$ View solution & explanation →
$Consider a Poisson distribution for the tossing of a biased coin. The mean for this distribution is μ. The standard deviation for this distribution is given by$ View solution & explanation →
$The jobs arrive at a facility, for service, in a random manner. The probability distribution of number of arrivals of jobs in a fixed time interval is$ View solution & explanation →

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Test Instructions

The test contains 10 questions and a total of 16 marks.
You will have 180 minutes to complete the test. The timer cannot be paused once started.
Negative marking: 0.25 mark(s) deducted per wrong answer.
Use the question palette to mark questions for review and navigate freely.
Detailed solutions and analytics are available immediately after submission.
This is a free practice test. No login required to attempt.

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✓ 10 questions, 180 min
✓ Sectional navigation
✓ Detailed solutions on submit
✓ Performance analytics

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Frequently Asked Questions

Is PYQs Based Test - 18 : Poisson, Normal and Binomial Distribution free?▼

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How long is the test?▼

The test runs for 180 minutes. You'll see a live timer once you click Start. The session auto-submits when time runs out.

Are answers and explanations included?▼

Yes. After submission, every question shows the correct answer plus a step-by-step explanation. You can also revisit any question via the result page.

Is there negative marking?▼

Yes. 0.25 mark(s) will be deducted for each incorrect answer. Skipped questions are not penalised.