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Which age group of this set of numbers has twice as many people as another age group?
To answer which age group of a set of numbers has twice as many people as another age group, I would need to see the options. The best way to find the answer if you are unsure is to ask a teacher, or a classmate.
How many parts are there on an Operation order?
There are 6 pats in an operation order
Henry bought 4 pies which he plans to share with a group of his friends if there is exactly enough to give each member of the group one sixth of the pie how many people are in the group?
24 of them.
Is it true or false that group communication involves an unequal number of senders and receivers?
In group communication, sender's messages are read by the entire group, but anyone in the group can send a message to the group at any time. In the sense that each message is read by many receivers, the statement is true. In the sense that anyone can send a message to the group, it is false because each member of the group is both a sender and a receiver.
In a group of 120 children twice as many boys than girls how many girls are there?
There are 40 girls.
Can a non-abelian group have a torsion subgroup?
Yes, a non-abelian group can have a torsion subgroup. A torsion subgroup is defined as the set of elements in a group that have finite order. Many non-abelian groups, such as the symmetric group ( S_3 ), contain elements of finite order, thus forming a torsion subgroup. Therefore, the existence of a torsion subgroup is not restricted to abelian groups.
How many types of ovaraptor dinosaurs are there?
Each subgroup and mager group of omnivor carnivor and herbavor dinosaurs or land sea and are speses are in the countless .Millions some yet to be discovered for best resuts look up famil name a subgroup.
In group theory what is a group generator?
In abstract algebra, a generating set of a group Gis a subset S such that every element of G can be expressed as the product of finitely many elements of S and their inverses.More generally, if S is a subset of a group G, then , the subgroup generated by S, is the smallest subgroup of G containing every element of S, meaning the intersection over all subgroups containing the elements of S; equivalently, is the subgroup of all elements of G that can be expressed as the finite product of elements in S and their inverses.If G = , then we say S generatesG; and the elements in S are called generators or group generators. If S is the empty set, then is the trivial group {e}, since we consider the empty product to be the identity.When there is only a single element x in S, is usually written as . In this case, is the cyclic subgroup of the powers of x, a cyclic group, and we say this group is generated by x. Equivalent to saying an element x generates a group is saying that it has order |G|, or that equals the entire group G.My source is linked below.
How many subgroup can divide the osi modal?
3
How many elements in group will have the order equal to the order of group?
Number of generators of that group
What is a theorem of group theory?
Group theory has many theorems, most of which wouldn't be interesting unless you familiarized yourself with the subject! Here is one: If H is a subgroup of G, the number of elments in H must divide the number of elements in G.
Let G be a cyclic group of order 8 then how many of the elements of G are generators of this group?
Four of them.
What religion can't have cell phones?
In Buddhism, you aren't not allowed to have them, but they usually don't buy luxuries. Amish Mennonites - A group of Christian church fellowships that form a subgroup of the Mennonite churches. The Amish are known for simple living, plain dress, and a reluctance to adopt many conveniences of modern technology.
What is the no of generator in n order group?
In abstract algebra, a generating set of a group is a subset of that group. In that subset, every element of the group can be expressed as the combination (under the group operation) of finitely many elements of the subset and their inverses.
Which family do salamanders belong to?
'Salamanders' are a group of amphibians belonging to the Order Caudata. There are many different families in this order, all of which are considered Salamanders.
How many groups have only 5 elements in them?
In group theory, there is exactly one group of order 5, which is the cyclic group ( \mathbb{Z}/5\mathbb{Z} ). This is because 5 is a prime number, and any group of prime order is cyclic and isomorphic to the integers modulo that prime. Therefore, up to isomorphism, there is only one group with 5 elements.
Are many NBA players mostly descendants of Watusi tribe in Africa?
No. African Americans are from west African countries such as Nigeria and Ghana. We are a different subgroup of the black race.
