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Is A species is the lowest subgroup for classifying organisms?
Yes, a species is the lowest subgroup for classifying organisms.
What is the lowest subgroup for classifying organism?
Species is the lowest subgroup for classifying organisms.
Which of these is the lowest subgroup?
species
A species is the lowest subgroup for classifying organisms?
false
Is species the lowest subgroup for classifying organisms?
false
What is a subgroup of genus in the seven levels of classification?
Genus is a level of classification in biological taxonomy that comes after family and before species. It represents a group of closely related species that share a common ancestor. Under genus, there are further subdivisions such as subgenus, section, and series that group species based on more specific similarities.
What is the lowest classifications of subgroup of organisms that have the same traits?
species
What is the subgroup for class?
The subgroup for class is Order.
What does sub-species mean?
A subspecies is a subgroup of a species that has inherent differences that make it distinct from the species as a whole. Subspecies can interbreed with other members of their species and the offspring remain fertile... Often created by genetic drift in a region that has become isolated from the "parent" species for some period of time.
Every subgroup of a cyclic group is cyclic?
Yes, every subgroup of a cyclic group is cyclic because every subgroup is a group.
What Subgroup classification of a family?
A subgroup classification within a family typically refers to smaller groupings or divisions within the larger family structure based on specific characteristics such as age, interests, or relationships. These subgroups might include nuclear families, extended families, single-parent families, or blended families. Understanding these subgroup classifications can help identify differences in family dynamics and relationships.
What are the properties of a subgroup?
The properties of a subgroup would include the identity of the subgroup being the identity of the group and the inverse of an element of the subgroup would be the same in the group. The intersection of two subgroups would be a separate group in the system.
