In a community, organism A relieves 5 stuck reactions in organism B, and organism B relieves 5
stuck reactions in organism A. Which of the following is true?
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MSI(A) = MSI(B)
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MSI(A) > MSI(B)
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MSI(A) < MSI(B)
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MSI(A) and MSI(B) cannot be determined without knowing the initial number of
stuck reactions
A published solution is not available for this question yet.
A scale-free network has a characteristic path length of L = 3.5. After a targeted attack on the
single highest-degree hub, L jumps to 8.2. If a random node was removed instead, what is the
most likely new value for L?
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8.2
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15.0
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3.6
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1.2
A published solution is not available for this question yet.
Given the k-mers : ’CAAA’, ’AACT’, ’AAAC’, ’ACTA’, ’CTAC’, ’TACC’, ’ACCA’, ’CCAC’, ’CACG’, ’CGGA’, ’ACGG’,
’GGAT’, ’GATA’, ’TACA’, ’ATAC’, ’ACAC’, ’CACC’, reconstruct the sequence from which the k-mers were
generated.
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CAAACTACCACGGATACAGC
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CTATGCCGTAGGCGGTACTAA
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ATCGGTACAACGGTTA
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CAAACTACCACGGATACACC
A published solution is not available for this question yet.
Consider the following two statements:
**Statement 1**: Reads from the genome sequencing are prone to error.
**Statement 2**: Sequence alignment can be used to overcome this problem.
Based on your observations, which of the following statements is true?
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Both statements are true and statement 2 is a potential solution for statement
1
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Both statements are true but statement 2 is not a solution to statement 1
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Both statements are false
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Statement 1 is false but Statement 2 is true
A published solution is not available for this question yet.
Two genes A and B belong to two different metabolic pathways producing the same essential
metabolite. Removing either of these genes separately does not affect cell survival but deleting
them together leads to cell death. Which of the following are true:
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Gene products of A and B interact physically
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Genes A and B must be located adjacent to each other in the genome
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Both genes compensate for each other
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There is redundancy in the metabolic pathway
A published solution is not available for this question yet.
We have a graph that was constructed by comparing n DNA sequences. If the two sequences can
be aligned with a score greater than a threshold value, we assign an edge between the two in the
graph. Given this, which of the following are true:
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Inserting a new node to the graph requires n comparisons
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Inserting a new node is a node level task
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If all the alignments have the same score, the resultant graph is a complete
graph
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There will be two connected components in the resultant graph
A published solution is not available for this question yet.
Consider an adjacency matrix of 7-node network. Nodes are indexed as N1 to N7. A value of 1
indicates an edge, and 0 indicates no direct edge.
Based on the above data, answer the given subquestions.
After applying the Girvan-Newman algorithm for the first necessary edge removal, what is the
most appropriate property of the largest resulting component?
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Sparsely connected component
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Component consists of 10 edges
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Component forms a clique
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Component consists of 7 nodes
A published solution is not available for this question yet.
