The de Bruijn graph of some linear (i.e., non-circular) genome Dna comprises of 2 nodes (N1 and
N2) and 3 edges – two of these edges are directed from N1 to N2 and the remaining edge is
directed from N2 to N1. To reconstruct Dna, you are allowed to start only from the node N1. Answer
the given subquestions with respect to the same.
If the k-mers represented by both N1 and N2 are fixed, then how many unique genome sequences
can be constructed from this de Bruijn graph? Enter the answer as a single integer.
A published solution is not available for this question yet.
The de Bruijn graph of some linear (i.e., non-circular) genome Dna comprises of 2 nodes (N1 and
N2) and 3 edges – two of these edges are directed from N1 to N2 and the remaining edge is
directed from N2 to N1. To reconstruct Dna, you are allowed to start only from the node N1. Answer
the given subquestions with respect to the same.
Suppose you don’t know the 2-mers representing N1 and N2. Then which of the following is/are
possible choices for Dna?
6406534764142.
TATAT
6406534764143.
CACAC
6406534764144.
ATATA
6406534764145.
AGAGG
6406534764146.
TGTGG
A published solution is not available for this question yet.
You are asked to construct a phylogeny on the distance matrix D using the Additive Phylogeny
algorithm. At the end of the 5\(^{th}\) iteration, you notice the D\(^{bald}\) matrix consumes 81 units of
memory space. Assume every entry in a matrix requires 1 unit of space. Also assume the count of
the iterations starts from 1. Answer the given subquestions with respect to the same.
How many units of space is required to the corresponding D\(^{trimmed}\) matrix? Enter the answer as a
single integer.
A published solution is not available for this question yet.
You are asked to construct a phylogeny on the distance matrix D using the Additive Phylogeny
algorithm. At the end of the 5\(^{th}\) iteration, you notice the D\(^{bald}\) matrix consumes 81 units of
memory space. Assume every entry in a matrix requires 1 unit of space. Also assume the count of
the iterations starts from 1. Answer the given subquestions with respect to the same.
How many leaves will be there in the final phylogeny constructed at the end of the algorithm?
Enter the answer as a single integer.
A published solution is not available for this question yet.
You are asked to construct a phylogeny on the distance matrix D using the Additive Phylogeny
algorithm. At the end of the 5\(^{th}\) iteration, you notice the D\(^{bald}\) matrix consumes 81 units of
memory space. Assume every entry in a matrix requires 1 unit of space. Also assume the count of
the iterations starts from 1. Answer the given subquestions with respect to the same.
Read the pseudocode carefully and calculate the number of iterations required by the UPGMA
algorithm to construct the Ultrametric tree on D? Enter the answer as a single integer.
A published solution is not available for this question yet.
Based on the above data, answer the given subquestions.
How many 6-mers in the sequence ‘**ATTCCGGCCAACAG**’ have a nonzero probability of binding to
the TF according to the PWM given in the table? Enter the answer as a single integer.
A published solution is not available for this question yet.