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Group B elements are the elements between group 2A and group 3A in the Periodic Table. Note that it doesn't necessarily mean that Group B elements are transition metals because the definition of a transition metal is "a metal which forms one or more stable ions with an INCOMPLETELY-FILLED d-subshell". Because of this definition, Scandium, Zinc, and a few others are not classified as transition metals although they are Group B elements.
Wiki User
∙ 13y ago
Wiki User
∙ 13y agoTransition elements (metals) of the 3d, 4d, 5d or 6d-block (each d-block contains 10 elements).
Wiki User
∙ 11y agoAll group B elements are called the transition elements and inner transition elements. (These are also groups 3 through 12.)
Wiki User
∙ 14y agogroup B means transition metal
Wiki User
∙ 11y agoTransition metals.
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What does AB stand for on the periodic table?
In the CAS system the letters A and B were designated to main group elements (A) and transition elements (B).
Which element is in the same group as Al aluminum?
B (boron) apex
What Elements on the left side of the table are classified as what type of elements?
Group 1 Elements (elements in the first group [column]) are classed as Alkali Metals. Group 2 Elements (elements in the second group [column]) are classed as Alkaline Earth Metals. All elements not in a representative group are classed as Transition Metals. Group 3 Elements (elements in the third full group [coulumn]) are classed as Earth Metals
Which group of the main group elements contains the largest elements?
nh
What group does the alkaline earth metals belong to?
The alkaline earth metals belong to group 2A elements. The alkali metals belong to group 1A elements. The halogens belong to group 7A elements. The noble gases belong to group 8A elements.
What are the elements in group 3 in the periodic table of elements?
group 3 is B, Al, Ga, In and Tl
What is another name for metalloid?
A roman numeral in parentheses follows the name of the metal... apex
What does the term abelian mean?
The term abelian is most commonly encountered in group theory, where it refers to a specific type of group known as an abelian group. An abelian group, simply put, is a commutative group, meaning that when the group operation is applied to two elements of the group, the order of the elements doesn't matter.For example:Let G be a group with multiplication * or addition +. If, for any two elements a, b Є G, a*b = b*a or a + b = b + a, then we call the group abelian.There are other uses of the term abelian in other fields of math, and most of the time, the idea of commutativity is involved.The term is named after the mathematician, Niels Abel.
What does AB stand for on the periodic table?
In the CAS system the letters A and B were designated to main group elements (A) and transition elements (B).
What group has the most elements on the periodic table?
Group III-B or 4th, it includes 4 elements of 'd' block and all the 28 elements of 'f' block.
Which element is in the same group as Al aluminum?
B (boron) apex
What does groups mean on the periodic table mean?
The members of the same group have similar physical and chemical properties.
What nickname is given to the B group elements in the periodic table?
just kiddind
Are transition metals and inner transition metals are the group b elements?
yes they are. :)
The properties of elements in a in the periodic table are often similar?
Elements in the same group have same number of valence electrons and hence have similar chemical and physical properties.
What is 5ab squared?
(5ab)2 = 25a2b2 (provided a and b are elements of a commutative group).
Prove that the set of all real no is a group with respect of multiplication?
There are four requirements that need to be satisfied: A. Closure: For any two elements of the group, a and b, the operation a*b is also a member of the group. B. Associativity: For any three members of the group, a*(b*c) = (a*b)*c C. Identity: There exists an element in the group, called the identity and denoted by i, such that a*i = i*a for all a in the group. For real numbers with multiplication, this element is 1. D. Inverse: For any member of the group, a, there exists a member of the group, b, such that a*b = b*a = 1 (the identity). b is called the inverse of a and denoted by a-1.
