a$-$Analyze in $C++$

Definition: Let $A=[a_{ij}]$ and $B=[b_{ij}],$ be $mn$ zero$-$one matrices.

Then the join of A and $B$ is the zero$-$one matrix with $(i,j)$ th entry $a_{ij}vv{b}_{ij}.$ The join of A and

$B$ is denoted by AvvB. The meet of A and $B$ is the zero$-$one matrix with $($i$,$j$)$ th entry $a_{ij}A{b}_{ij}$

The meet of A and $B$ is denoted by $A^{{?}^{?}}B$

Definition: Let $,A=[a_{ij}]$ be an $mk$ zero$-$one matrix and $B=[b_{ij}]$ be a $kn$ zero$-$one

matrix. Then the Boolean product of A and $B,$ denoted by $Ao.B,$ is the $mn$ matrix with

$(i,j)$ th entry $c_{ij}$ where $c_{ij}=(a_{i1}^{{?}^{?}}{b}_{1j})vv(a_{i2}^{{?}^{?}}{b}_{2j})vvdotsvv(a_{ik}^{{?}^{?}}{b}_{kj})$

b$-$Use the code implementation of Matrix class and implement MatrixZeroOnes Class with the

Joint, Meet, and Boolean Product of two zero$-$one matrices.

c$-$Implement your code with Constructors, Destructor, Copy Constructor, Mutators, and

Accessor functions.

d$-$Overload operators $($Joint $(+),$ Meet $(-),$Boolean product $(*),(),>>,$

Must contain

Source code.

Separate class specifications from implementation.

Program output.

Descriptive Tables.

UML diagrams.a$-$Analyze in C$++$

Definition: Let and be m $\backslash$times n zero$$one matrices.

Then the join of A and B is the zero$$one matrix with $($i$,$ j $)$th entry $.$ The join of A and

B is denoted by $.$The meet of A and B is the zero$$one matrix with $($i$,$ j $)$ th entry $.$

The meet of A and B is denoted by $.$

Definition: Let be an m $\backslash$times k zero$$one matrix and be a k $\backslash$times n zero$$one

matrix. Then the Boolean product of A and B$,$ denoted by $,$ is the m $\backslash$times n matrix with

$($i$,$ j $)$ th entry where

b$-$Use the code implementation of Matrix class and implement MatrixZeroOnes Class with the Joint, Meet, and Boolean Product of two zero$-$one matrices.

c$-$Implement your code with Constructors, Destructor, Copy Constructor, Mutators, and Accessor functions.

d$-$Overload operators $($Joint $(+),$Meet $(-),$Boolean product

Must contain

Source code.

Separate class specifications from implementation.

Program output.

Descriptive Tables.

UML diagrams.