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Engineering Mathematics : Nuclear Quiz 1
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Question 1
For the function f(x) =
, the maximum occurs when x is equal to _____.
![](https://gradeup-question-images.grdp.co/liveData/PROJ8860/1508321110876594.png)
Question 2
The solution of
is
![](https://gradeup-question-images.grdp.co/liveData/PROJ4734/1495433085322327.png)
Question 3
For a matrix A, we have AA2 = I, then which of the following statement is incorrect?
Question 4
Consider the following function
Find the value of x at which f has absolute minimum.
![](https://gradeup-question-images.grdp.co/liveData/PROJ9345/1510554636708351.png)
Find the value of x at which f has absolute minimum.
Question 5
Let, A =
and
=
![](https://gradeup-question-images.grdp.co/liveData/PROJ34064/1568186803001790.png)
![](https://gradeup-question-images.grdp.co/liveData/PROJ34064/1568186803709367.png)
![](https://gradeup-question-images.grdp.co/liveData/PROJ34064/1568186804424932.png)
Then (a + b) = ?
Question 6
The value of
![](https://gradeup-question-images.grdp.co/liveData/PROJ6068/1499325251897539.png)
Question 7
If a fair coin is tossed four times. What is the probability that two heads and two tails will result?
Question 8
Let z be a complex variable. For a counter-clockwise integration around a unit circle C, centred at origin,
the value of A is
![](https://gradeup-question-images.grdp.co/liveData/PROJ19238/1533803827956535.png)
Question 9
Let z = x sin y-y sin x. The partial differential of z = ____.
Question 10
A card is drawn at random from a pack of 100 cards numbered from 1 to 100. Find the probability of drawing a number which is square.
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Jun 16ESE & GATE EC