What is the full form of 'Dn' ? -How To ?

1 Answer

Answer :

The full form of 'Dn' is Division

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Description : When does the growth rate of a population following the logistic model equal zero ? The logistic model is given as dN/dt = rN(1-N/K):

Last Answer : When does the growth rate of a population following the logistic model equal zero ? The logistic ... when death rate is greater than birth rate.

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Last Answer : Feel Free to Answer

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Description : The logistic population growth is expressed by the equation (a) dt / dN = Nr K N K  −      (b) dN / dt = rN K N K  −      (c) dN / dt = rN (d) dN / dt = rN N K N  −    

Last Answer : (b) dN / dt = rN K N K  −   

Description : When does the growth rate of a population following the logistic model equal zero? The logistic model is given as dN/dt = rN(1–N/K) (a) when N/K equals zero (b) when death rate is greater than birth rate (c) when N/K is exactly one (d) when N nears the carrying capacity of the habitat.

Last Answer : (a) when N/K equals zero

Description : Mark the correct option a) A Supdt of PO or RMS should not ordinarily remain in charge of the same division for more than 4 years b) Every Supdt of PO should hol charge of RMS Dn for atlease 4 years, c ... or RMS and IPO/IRM should not remain in the same Dn not more than 4 years e) All the above

Last Answer : e) All the above

Description : Mark the correct option a) The due mail and sorting list for PO and mail offices in communication with offices in more than one RMS Dn are prepared and supplied by the Head of the circle b) ... are prepared and supplied to Head, Sub and Branch office by Sub divisional Inspectors. d) All the above

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Description : Effective diffusivity (DE) in a catalyst pellet is related to molecular diffusivity (DN) and Knudsen diffusivity (DK) as (A) DE = DM + DK (B) 1/DE = 1/DN + DK (C) DE = DM . DE (D) DE = DN/DE

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Description : If D1, D2,…. Dn are domains in a relational model, then the relation is a table, which is a subset of (A) D1+D2+…. +Dn (B) D1x D2x… xDn (C) D1U D2U….UDn (D) D1- D2-….-Dn

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