Recent posts tagged psu-jobs

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A:all strings containing 'ab' as substringB:any no. of a's followed by any no. of b's or all strings not containing 'ba' as substringC:all strings over a,bReverse(A):all ...
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Let A= (a + b)* ab (a + b)*,B= a*b* andC= (a + b)*.Then the relation between A, B and C:A. A+B= C B. A+Reverse(B)= C C. Reverse(A)+B= C D. None
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okk , thank you @Arjun sir :)
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Yes, continuously increasing. I though of it intuitively, if a function is increasing, then all the rectangles (for approximating the area under the curve) will lie below...
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Because then we would be wasting the remaining physical address space.
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in the case of option 1 what is P(A ∩ B) if a and b are not independent?
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if a grammar is regular then it will be Context free also [as per chomsky hierarchy] it may be or may be not ambiguous depending on grammar. asS->bS|aXX->bS|aYY->aY|bY|^i...
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Is it not necessary that each multivalued attribute should be placed in a separate table ??
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it would be 00 not 11 becoz after 1 = 11after 2 = 10after 3 = 01after 4 = 00
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sir , it is given that 6 bit instruction in which 4 bit is alloted for adress point of view and 2 one adress is which is 21=2 is one address and remaining 3 bit outoff 4 ...
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Yes, you are correct. I had missed the "rising edge" part.
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yes yes , so i think then the min table required is 1 , right ?
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@Arjun And allocation will be done in heap memory or stack memory ??
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$$\lim_{x \to \frac{\pi}{4}} (\tan x)^{\tan(2x)} = \lim_{x \to \pi/4} e^{\tan 2x \ln(\tan x)}$$Now,$\lim_{x \to\frac{\pi}{4}} \tan (2x)\ln(\tan x) \\= \lim_{x \to\frac{\p...
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Yes. Option C is wrong because it says that all teachers are liked by the SAME student.
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