Discrete Math Course.
On Z, let B be the set of subsets A of Z where either A is
finite or A complement is finite. Define + and * as union and
interception. Show whether or not B is a boolean algebra.
This question for Discrete Math course. All of them about the
same topic!!
Give me a simple definition of each one:
1) Neigbhor of a vertex
2) A connected graph
3) Length of cycle
4) Euler walk
5) Planar graph
6) Chromatic member of graph
7) X(G)
Discrete math : Show your work please.
Consider a set X of 10 positive integers, none of which is
greater than 100. Show that it has two distinct subsets whose
elements have the same sum.
Discrete Math.
An old folktale says that in a faraway monastery there is a
platform with three large posts on it and when the world began
there were 64 golden disks stacked on one of the posts. The disks
are all of different sizes arranged in order from largest at the
bottom to smallest at the top. The disks are being moved from the
original post to another according to the following rules:
1. One disk at a time is...