HafenCity Universität Hamburg
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- Ingenieur Mathematik 1B iw-B-101-100
- GeotechnikBIW-003
- Discrete Mathematics and Its ApplicationsDiscrete Mathematics
- Baustoffkunde 1BIW-B-103-100
- Technische Mechanik
- History of Architecture
- Wasserwesen I
- Introduction to management science1223334444
- Öffentliches Baurecht
- Kulturtheorie l
- Holz- und Stahlbau
- Bauphysik IANATOMIA Y FISIOLOGIAanatomiaBauphysik IBaustatik I+IIBaustoffkunde 1BIW-B-103-100Biochem312Discrete Mathematics and Its ApplicationsDiscrete MathematicsElektrotechnikET1Fisica01GeotechnikBIW-003History of ArchitectureHolz- und StahlbauIngenieur Mathematik 1B iw-B-101-100Introduction to management science1223334444Kulturtheorie lMarketingmarketingMassivbau I+IIMethods of Integrated Urban PlanningREAP 101SiedlungswasserwirtschaftStadtumbau und WohnenTechnische MechanikUnternehmensrechtVerbrennungsmotorenVM2020Wasserwesen IÖffentliches Baurecht
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- Discrete Mathematics and Its Applications (Discrete Mathematics)
Verify the validity of the argument: “Every student in this University is studying either an Engineering or Technology. Jini is a student in this university and she is not studying engineering. All Technology students have received their placement order. Therefore, Jini has received her placement order.”
Antworten - Discrete Mathematics and Its Applications (Discrete Mathematics)
Which one of the following functions is in O(nlog(n))?
A. f(n)=(n+log(n))^3
B. f(n)=5n^2+4n+3
C. f(n)=5n−3
D. f(n)=(n+1)^2Antworten - Discrete Mathematics and Its Applications (Discrete Mathematics)
Which one of the following functions is in O(nlog(n))O(nlog(n))?
A. f(n)=(n+log(n))^3
B. f(n)=5n^2+4n+3
C. f(n)=5n−3
D. f(n)=(n+1)^2
Antworten - Discrete Mathematics and Its Applications (Discrete Mathematics)
(1 point) Which of the following functions is of sublinear growth?
A. f(n)=O(logn^k), where k is a constant
B. f(n)=O(n^1.004)
C. f(n)=O(n!)
D. f(n)=O(n)Antworten - Discrete Mathematics and Its Applications (Discrete Mathematics)
(1 point) Which of the following functions is of sublinear growth?
A. f(n)=O(lognk), where k is a constant
B. f(n)=O(n1.004)
C. f(n)=O(n!)
D. f(n)=O(n)
Antworten - Discrete Mathematics and Its Applications (Discrete Mathematics)
Let f be a function such that f:N×N→N such that:
If(x,y)≠(0,0), then f(x,y)=gcd(x,y).
If(x,y)=(0,0), then f(x,y)=0.
Is f surjective only, injective only, bijective, or none of these options?
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