## Matrix calculator

It is specially designed for matrix calculations. The general mathematical operations like addition, substraction, multiplication, division,modular division, square of a number, square root of a number etc. can be calculated in this. along with this we can find some calculations directly with out using the formulas. They are the factorial of a given number, power of a number, percentage, average, GCD, multiplication table of a number, etc. using this mini scientific calc We can also find the addition, substraction and multiplication of complex numbers.

Along with this we can find all the matrix operations such as addition of matrices, substraction of matrices, multiplication of matrices, division of matrices, trace of a matrix, transpose of a matrix, rank of a matrix, minor of a matrix, co factors of a matrix, inverse of a matrix, etc. these all matrix calculations can be done easily by using this mini scientific calc.

It had two special features. They are properties of number and properties of matrix. Under properties of number It can find the properties of the given number like whether it is positive or negative, even or odd, prime or not, amstrong number or not, palindrome or not, strong number or not, perfect number or not, Fibonacci number or not, etc. It can find upto 15 properties of the given number. While coming to the properties of a matrix, it can find the properties of the given matrix like whether it is square matrix or rectangular matrix, scalar matrix or not, symmetric or not, skew symmetric or not, orthogonal matrix or not, etc. it can find upto 20 properties of a matrix.

Along with this we can find all the matrix operations such as addition of matrices, substraction of matrices, multiplication of matrices, division of matrices, trace of a matrix, transpose of a matrix, rank of a matrix, minor of a matrix, co factors of a matrix, inverse of a matrix, etc. these all matrix calculations can be done easily by using this mini scientific calc.

It had two special features. They are properties of number and properties of matrix. Under properties of number It can find the properties of the given number like whether it is positive or negative, even or odd, prime or not, amstrong number or not, palindrome or not, strong number or not, perfect number or not, Fibonacci number or not, etc. It can find upto 15 properties of the given number. While coming to the properties of a matrix, it can find the properties of the given matrix like whether it is square matrix or rectangular matrix, scalar matrix or not, symmetric or not, skew symmetric or not, orthogonal matrix or not, etc. it can find upto 20 properties of a matrix.

## Algorithm to code converter

It is named as

*, which allows the user to directly convert the algorithm to source code(c++ code) Due to the drawbacks of the general coding process we use the advanced coding technique using this converter.*__Algorithm to code converter__**The following procedure is followed by the user to convert the algorithm to source code:**- Firstly, he use to open a new text document and write the algorithm in it using the algorithmic language(algorithmic language is a language specially developed for this converter to convert the algorithm to source code) and save the file.
- Then we have to open the converter
- It asks to enter the file name of the algorithm. We have to enter the file name and press enterNow our algorithm is converted to source code and saved to a file named with the same file name of the algorithm. With .cpp as extension.

**REQUIREMENTS:****Software requirements:**- windows xp (service pack-2 or service pack-3)
- turbo c++ compiler.

- Notepad

**System requirements:**- Pentium 2 or greater processor

- 512 MB or greater ram

- 5 MB hard disk space.