Two cladograms (A and B) are presented which show the possible relationship of the Cyclostomata and the Gnathostomata.
Please, present the appropriate arguments for these two phylogenetic arrangements showing the relationships to the Cephalaspidomorphi and the Pteraspidomorphi.
Cyclostomes and Gnathostomes both are Chordates and belong to a sub-phylum Vertebrata. So both groups share a common ancestor. Petromyzonida and Myxinoidea both are cyclostomes. Cyclostomes are jaw less fish whose mouth is circular. Petromyzonida and Myxinoidea both share one common ancestor. Where as the Gnathostomata evolved in to other groups like Chondrichthyes and Osteichthyes.
Petromyzonida and Myxinoidea are more closely related than the Gnathostomata. So the cladogram shown in A is the right one.
Petromyzonida and Myxinoidea are monophyletic having originated from a common ancestor.
Pterapsidomorpi and cephalasidomorphiare extict Agnathans. Cephalapsidomorphi includes single nostril and Pteropsidomorphi includes two nostrils.
Two cladograms (A and B) are presented which show the possible relationship of the Cyclostomata and...
Please show work for both a and b
Write down two possible products for these reactions and indicate which one is major/minor product.
Show all possible products of the syn dihydroxylation of the
alkene below. What is the relationship between the two products? Is
this an example of a stereoselective or stereospecific reaction, or
neither? Explain briefly.
Which of the following is NOT a possible relationship between activities in a project?A. IndependentB. InterdependentC. Sequentially dependentD. Inverse
Which of the following statements is correct? a. The stronger the linear relationship between two variables, the closer the correlation coefficient will be to 1.0. b. Two variables that are uncorrelated with one another may still be related in a nonlinear manner. c. A scatter plot showing two variables with a positive linear relationship will have all points on a straight line. d. All of the above are correct.
2 (a) Consider two observables represented by operators A and B. Show that it is possible B if and only if A commutes with B to choose a complete set of eigenfunctions which are sharp in both A and For simplicity, you may assume that the eigenvalues of A are non-degenerate. [4] (b) how operators compatible with the Hamiltonian can be used to resolve the degeneracy Consider an example of a highly degenerate set of energy eigenfunctions. Explain [2]
2...
The real interest rate is 7%. Ken was offered two possible compensation arrangements by his boss: option A where y1=35,000 and y2=36,000; option B where y1=36,000 and y2=34,900. Ken prefers option A, option B, indifferent [choose one]. Internal Revenue Service offers Ken two possible tax payment arrangements: option C where t1=4000, t2=4000; option D where t1=2000 and t2=6100. Ken prefers option C, option D, indifferent [choose one] Just show the second blank process. (option C or option D)
Show the ERD for the following piece of the problem statements. Show only entities (or dependent entities), relationships, multiplicities, primary keys and foreign keys. Create an appropriate primary key if necessary. You don’t need to specify other attributes. If a relationship is M:N, then show two diagrams: both the M:N relationship diagram and its decomposition into two 1:N relationships. (a) A book has one or many keywords and one keyword can be used in zero or many books. (b) A...
Assume that there are two assets (A and B) and there are four possible future scenarios. The four scenarios and their probabilities are shown in the following table. The last two columns show the returns on assets A and B in the four possible scenarios. Scenario Probability RA RB Boom 0.3 0.15 -0.02 Normal 0.3 0.08 -0.01 Recession 0.3 -0.05 0.03 Disaster 0.1 -0.20 0.05 What is the covariance and correlation between the two asset returns? Please show work.
There are two possible twelve month investments, A and B. Their cash flows are described in the table below. Draw a fully labeled cash flow diagram for each showing all amounts individually (see Figure 3.5 as an example). Remember to show the units of time in your diagram. Note: Diagrams are not typically drawn to scale, but rather loosely proportional, i.e. amounts that twice as large should be associated with lines that are roughly about twice as long. Note: Proper...
Which of the following correlations represents the strongest relationship? (1 pt) please show all work and steps a. r = –0.10 b. r = +0.40 c. r = –0.70 d. r = –0.04