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PYQs Based Test - 19 : Uniform and Exponential Distribution — Free Mock Test (GATE EC) | ExamTest.live | ExamTest.live
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PYQs Based Test - 19 : Uniform and Exponential Distribution
PYQs Based Test - 19 : Uniform and Exponential Distribution
Questions
10
Duration
180 min
Total Marks
16
Negative
Start Test →
−0.25
Topics Covered
General
(9)
Electronics and Communication Engineering
(1)
Sample Questions from this Test
The standard deviation of a uniformly distributed random variable between 0 and 1 is
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Let X₁ and X₂ be two independent exponentially distributed random variables with means 0.5 and 0.25, respectively. Then Y = min (X₁, X₂) is
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The number of parameters in the univariate exponential and Gaussian distributions, respectively are
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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.
Frequently Asked Questions
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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.