$(I)$ | $(II)$ | $(III)$ |
$(a)$ Parasitism | $(i)\,-,0$ | $(A)$ Both get benefitted |
$(b)$ Amensalism | $(ii)\,-,-$ | $(B)$ One get harmed other has no effect |
$(c)$ Competition | $(iii)\,+,-$ | $(C)$ Both get harmed |
$(d)$ Mutualism | $(iv)\,+,+$ | $(D)$ One is harmed and second is benefited |
$a-iii-D, b-i-B, c-ii-C, d-iv-A$
$a - ii - C , b - i - B , c - iii - D , d - iv - A$
$a-iii-D, b-i-A, c-ii-C, d-iv-B$
$a-iii-A, b-i-B, c-ii-D, d-iv-A$
In an aquarium two herbivorous species of fish are living together and feeding on phytoplanktons. As per the Gause’s Principle, one of the species is to be eliminated in due course of time, but both are surviving well in the aquarium. Give possible reasons.
Why exotic species become invasive sometime and starts spreading fast because of
Match the columns :
Column - $I$ | Column - $II$ |
(a) Mutualism | $(i)$ $\quad$ Diapause |
(b) Commensalism | $(ii)$ Hibernation |
(c) Parasitism | $(iii)$ Dormancy |
(d) Predation | $(iv)$ Aestivation |
. Explain parasitism in detail
Give the scientific names of any two microorganisms inhabiting the human intestine.