Rank the following functions from slowest growing to fastest growing (i.e. fastest to slowest)
1 (constant)
log2n (logarithmic)
n (linear)
n * log2 n (“n log n”)
n2 (quadratic)
Ranking from slowest growing to fastest growing 1 (constant) log2n (logarithmic) n (linear) n * log2 n (“n log n”) n2 (quadratic) Note: It is same as given order
Rank the following functions from slowest growing to fastest growing (i.e. fastest to slowest) 1 (constant)...
(a) Rank the following three functions: log N, log (N2), log2N. Explain.
Rank reactivity of following carboxylic acid derivatives as an electrophile from slowest (1) to fastest (5) 8. Rank reactivity of following carboxylic acid derivatives as an electrophile from slowest (1) to fastest (5) za zane ry rog za
Rank the following speeds from fastest to slowest. (Label the fastest as 1) 100.3 mi/hr 132.8 km/hr 0.0283 km/s 28.3 m/s
Once you have determined big-O bounds for each expression, order the expressions from the slowest growing (best algorithm, takes the least amount of time to execute) to the fastest growing. 1. n3 (log2n +5) +log2n 20 2. 532n2 10n log2n - 20n 25 3. nlog2n 20 10log2n + + 35n 4. 10n2 1000 2n 33n log2n
rank the molecules in terms of SN2 mechanisms. (1 fastest and 4 slowest) 2. Rank the following molecules in terms of Sn2 mechanisms (1 fastest and 4 slowest). (2 points) Br Br
Rank the reactivity of the following toward H_2SO_4/delta catalyzed dehydration, from 1 (fastest) to 4 (slowest).
The wheel in the (Figure 1) is rolling to the right without slipping. Part A Rank in order, from fastest to slowest, the speeds of the points labeled 1 through 5. Rank items from fastest to slowest. To rank items as equivalent, overlap them.
The wheel in the figure is rolling to the right without slipping. Rank in order, from fastest to slowest, the speeds of the points labeled 1 through 5. Rank items from fastest to slowest. To rank items as equivalent, overlap them.
Rank the following nucleophiles in order from slowest (1) to fastest (4). Explain your answer SH SO OH 00
Based on the activation energies and frequency factors, rank the following reactions from fastest to slowest reaction rate, assuming they are all at the same temperature and that each starts with the same initial concentration. Rank from fastest to slowest reaction rate. To rank items as equivalent, overlap them. Fraction of molecules The exponential term in the Arrhenius equation is equal to the fraction of molecules, f, with kinetic energy greater than or equal to the activation energy: f=e−Ea/(R⋅T) Most...