- Type
- Quiz
- Course
- CS609 System Programming
- Size
- PDF 34 KB
- Updated
- 23 Oct 2026
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Quiz 1 - CS609
Question:
The single object for which the process waits is activated by____________.
A. lpHandle B. nCount
C. hHandle
D. bWaitAll Copied: 1/2/2026, 8:51:10 PM
Quiz 2 - CS609
Question:
Which of the following functions is used to generate a sound beep for 0.7 seconds with the frequency of 750?
Correct answer: Beep(750, 700)
Copied: 1/2/2026, 8:51:26 PM
Quiz 3 - MTH301
Question:
"+�0�1"+�0�l�n�y�x�d�y�d�x�=""""""""""+�0�1"+�0�l�n�y�x�d�y�d�x�=""""""""" \int\limits_0^1 {\,\int\limits_0^{\ln \,y} {x\,} } dy\,dx\,\, = \,\, - - - - - - - - -
A. lnylny
\ln \,y
B. (lnx)22(lnx)22 \frac{{\left( {\ln \,x} \right)^2 }} {2} C. lny2lny2 \frac{{\ln \,y}} {2} D. lnx2lnx2 \frac{{\ln \,x}} {2} Copied: 1/2/2026, 8:52:04 PM
Quiz 4 - MTH301
Question:
Area of double integral can be calculated by the formula: area of ___________ .
�A�.� ",�R�d�A",�R�d�A�\�i�i�n�t�\�l�i�m�i�t�s�_�R� �{�d�A�} B. area of �C�.� "+�R�f�(�x�,�y�)�d�x�d�y"+�R�f�(�x�,�y�)�d�x�d�y�\�i�n�t�\�l�i�m�i�t�s�_�R� �{�f�(�x�,�y�)�\�,�d�x�\�,�d�y�} �D�.� ",�R�f�(�x�,�y�)�d�y",�R�f�(�x�,�y�)�d�y�\�i�i�n�t�\�l�i�m�i�t�s�_�R� �{�f�(�x�,�y�)�\�,�d�y�} Copied: 1/2/2026, 8:52:32 PM
Quiz 5 - MTH301
Question:
�T�h�e�v�a�l�u�e�o�f�i�n�t�e�g�r�a�l"+�0�3"+�0�2�x�2�d�x�d�y�i�s�T�h�e�v�a�l�u�e�o�f�i�n�t�e�g�r�a�l"+�0�3"+�0�2�x�2�d�x�d�y�i�s�{�\�r�m�{�T�h�e� }}\int\limits_0^3 {\int\limits_0^2 {x^2 dxdy} } \,\,{\rm{is}}
A. 12
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