Explain the structure of 'c'
Program
Answers
Answer:
Answer all the questions from the following:
(a) If G be a commutative group, then prove that H = {a': a eG is a subgroup of G.
(b) Let a,b,c be three elements of a group G. Show that
(abc)=c-ba!
(c) What is the inverse permutation of (1.5) (2. 3. 4)?
(d) Give an example of a finite subgroup of an infinite group.
(e) Write down the elements in the group S.
(1) Show that the identity element in a subgroup of a group is the same as that of the
group. Mark me as brainliest
Answer:
Each main function contains 2 parts. A declaration part and an Execution part. The declaration part is the part where all the variables are declared. The execution part begins with the curly brackets and ends with the curly close bracket. Both the declaration and execution part are inside the curly braces.