Homework Answers
Functions from highest to lowest order :
n!
6
2n
2n-1
n-n2+5n3
(3/2)n
n3
n3+lgn
n2
nlgn
n
√n
lgn
(lgn)2
lg lgn
The one that have same order are :
2n
2n-1
lgn
thankyou kindly rate my answer!!
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List the following functions from highest to lowest order. If any are of the same order,...
16. Order the following functions from lowest to highest 0-class. fs= 4n /n+2n2 - fonlg (n')-lg (n'3) f2- 3n -l...
16. Order the following functions from lowest to highest 0-class. fs= 4n /n+2n2 - fonlg (n')-lg (n'3) f2- 3n -lg (lg (n)) + n°.5 fs=3n3- 2n2 +4n - 5 f, 31459 + 1.5n lg (n) f=1.2" - 0.8" +2n2
16. Order the following functions from lowest to highest 0-class. fs= 4n /n+2n2 - fonlg (n')-lg (n'3) f2- 3n -lg (lg (n)) + n°.5 fs=3n3- 2n2 +4n - 5 f, 31459 + 1.5n lg (n) f=1.2" - 0.8" +2n2
1. (15 pts List the following functions according to their order of growth from the lowest to the...
1. (15 pts List the following functions according to their order of growth from the lowest to the highest. Show your work using limits for comparing orders of growth 2. Find a closed-form formula (a) (5 pts.) Σ-1(2i2) (b) (10 pts.) Σ_kar) for
1. (15 pts List the following functions according to their order of growth from the lowest to the highest. Show your work using limits for comparing orders of growth 2. Find a closed-form formula (a) (5 pts.)...
Question 6 !! Thanks Order the following functions according to their order of growth (from the...
Question 6 !! Thanks
Order the following functions according to their order of growth (from the lowest to n!, n lg n, 8 lg (n + 10)^10, 2^3n, 3^2n, n^5 + 10 lg n Prove that a + lg(n^k + c) = Theta (lg n), for every fixed k > 0, a > 0 and c > 0. Determine the complexities of the following recursive functions, where c > 0 is the operations in the functions. (You may assume that...
1. a) Let f(n) = 6n2 - 100n + 44 and g(n) = 0.5n3 . Prove...
1. a) Let f(n) = 6n2 - 100n + 44 and g(n) =
0.5n3 . Prove that f(n) = O(g(n)) using the definition
of Big-O notation. (You need to find constants c and n0).
b) Let f(n) = 3n2 + n and g(n) = 2n2 . Use
the definition of big-O notation to prove that
f(n) = O(g(n)) (you need to find constants c and n0) and
g(n) = O(f(n)) (you need to find constants c and n0).
Conclude that...
2) List the following weak acids in order of increasing acidity (from lowest to highest.). он...
2) List the following weak acids in order of increasing acidity (from lowest to highest.). он OH OH OH OH CI cl Br 5 4 العيا 2 1 A) 4<3<2<i<5 B) 4<1<3<2<5 C) 5.<2<3<1<4 D) 4<1<2<5<3 E) {<2<4<3<5 3) Which of the following is the strongest acid? A) (CH3)2CHCO2H B) CH3CH2CO2H C) CH3OCH2CO2H D) PhCH2CO2H E) O2NCH2CO2H
Rank the following compounds in order of decreasing boiling point (lowest to highest). Rank the following...
Rank the following compounds in order of decreasing boiling point (lowest to highest). Rank the following compounds from compounds with highest boiling point to compounds with lowest boiling point. To rank items as equivalent, overlap them. Reset Help triethylamine di n-propylamine cyclohexylamine Highest Lowest
Arrange the following in order of increasing electronegativity. 1 highest electronegativity; 4- lowest electronegativity Al [Select]...
Arrange the following in order of increasing electronegativity. 1 highest electronegativity; 4- lowest electronegativity Al [Select] H [Select] N Select] S [Select Rank the following bonds from highest polarity to the lowest: 1 highest; 3= lowest Li-O [Select] O--O [Select ] C--O [Select ] F--O Select ]
1. List the compounds in order from highest boiling point (1) to lowest boiling point (4)....
1. List the compounds in order from highest boiling point (1) to lowest boiling point (4). HO OH 2. Fill in the blanks. Push arrows for all of the designated reactions. (a) Push arrows illustrating how this reaction works. (b) Retrosynthetic analysis - What were the starting materials required to make the product. xx-
Arrange the following from lowest to highest entropy: MgCO,(), CaCO3(-), BaCO, (), MgO(). Assume 1 mole...
Arrange the following from lowest to highest entropy: MgCO,(), CaCO3(-), BaCO, (), MgO(). Assume 1 mole of each at the same conditions. from lowest to highest entropy Drag and drop your selection from the following list to complete the answer: Mgco, MgO() Caco, BaCO,(s)
Arrange the following hydrocarbons in order of decreasing melting point. Rank from highest to lowest melting...
Arrange the following hydrocarbons in order of decreasing melting point. Rank from highest to lowest melting point. To rank items as equivalent. overlap them. The correct ranking cannot be determined.
16. Order the following functions from lowest to highest 0-class. fs= 4n /n+2n2 - fonlg (n')-lg (n'3) f2- 3n -lg (lg (n)) + n°.5 fs=3n3- 2n2 +4n - 5 f, 31459 + 1.5n lg (n) f=1.2" - 0.8" +2n2
16. Order the following functions from lowest to highest 0-class. fs= 4n /n+2n2 - fonlg (n')-lg (n'3) f2- 3n -lg (lg (n)) + n°.5 fs=3n3- 2n2 +4n - 5 f, 31459 + 1.5n lg (n) f=1.2" - 0.8" +2n2
1. (15 pts List the following functions according to their order of growth from the lowest to the highest. Show your work using limits for comparing orders of growth 2. Find a closed-form formula (a) (5 pts.) Σ-1(2i2) (b) (10 pts.) Σ_kar) for
1. (15 pts List the following functions according to their order of growth from the lowest to the highest. Show your work using limits for comparing orders of growth 2. Find a closed-form formula (a) (5 pts.)...
Question 6 !! Thanks
Order the following functions according to their order of growth (from the lowest to n!, n lg n, 8 lg (n + 10)^10, 2^3n, 3^2n, n^5 + 10 lg n Prove that a + lg(n^k + c) = Theta (lg n), for every fixed k > 0, a > 0 and c > 0. Determine the complexities of the following recursive functions, where c > 0 is the operations in the functions. (You may assume that...
1. a) Let f(n) = 6n2 - 100n + 44 and g(n) =
0.5n3 . Prove that f(n) = O(g(n)) using the definition
of Big-O notation. (You need to find constants c and n0).
b) Let f(n) = 3n2 + n and g(n) = 2n2 . Use
the definition of big-O notation to prove that
f(n) = O(g(n)) (you need to find constants c and n0) and
g(n) = O(f(n)) (you need to find constants c and n0).
Conclude that...
2) List the following weak acids in order of increasing acidity (from lowest to highest.). он OH OH OH OH CI cl Br 5 4 العيا 2 1 A) 4<3<2<i<5 B) 4<1<3<2<5 C) 5.<2<3<1<4 D) 4<1<2<5<3 E) {<2<4<3<5 3) Which of the following is the strongest acid? A) (CH3)2CHCO2H B) CH3CH2CO2H C) CH3OCH2CO2H D) PhCH2CO2H E) O2NCH2CO2H
Rank the following compounds in order of decreasing boiling point (lowest to highest). Rank the following compounds from compounds with highest boiling point to compounds with lowest boiling point. To rank items as equivalent, overlap them. Reset Help triethylamine di n-propylamine cyclohexylamine Highest Lowest
Arrange the following in order of increasing electronegativity. 1 highest electronegativity; 4- lowest electronegativity Al [Select] H [Select] N Select] S [Select Rank the following bonds from highest polarity to the lowest: 1 highest; 3= lowest Li-O [Select] O--O [Select ] C--O [Select ] F--O Select ]
1. List the compounds in order from highest boiling point (1) to lowest boiling point (4). HO OH 2. Fill in the blanks. Push arrows for all of the designated reactions. (a) Push arrows illustrating how this reaction works. (b) Retrosynthetic analysis - What were the starting materials required to make the product. xx-
Arrange the following from lowest to highest entropy: MgCO,(), CaCO3(-), BaCO, (), MgO(). Assume 1 mole of each at the same conditions. from lowest to highest entropy Drag and drop your selection from the following list to complete the answer: Mgco, MgO() Caco, BaCO,(s)
Arrange the following hydrocarbons in order of decreasing melting point. Rank from highest to lowest melting point. To rank items as equivalent. overlap them. The correct ranking cannot be determined.
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