Matrices were first formulated in 1850 by English mathematician James Sylvester, although simpler forms may have been used earlier by cultures like the Mayans. The document defines matrices and discusses their types including square, diagonal, identity, transpose, symmetric, skew symmetric, and orthogonal matrices. It also covers matrix operations like addition, multiplication, inverses, and solving systems of linear equations. The applications of matrices are discussed along with references.

1. Md.Arifur Rahman
Green University of Bangladesh

2. Content
Definition
Who & When invented Matrix?
Type of Metrics
Application of matrix
References

3. Definition

4. Who & When invented Matrix?
Although a simple form of
matrices may have been used by
the Mayans (and maybe other
cultures; see below), the true
mathematical use of a matrix
was first formulated around
1850, by English mathematician,
poet, and musician James
Sylvester(1814–1897).

5. Type of matrix
Square matrix
Diagonal matrix
Identity matrix
Transpose
Symmetric
Skew symmetric
Orthogonal
Trace of matrix
Addition, Matrix
multiplication
Inverse matrix
Solving system of linear
aqua
Gaussian elimination
Rank and nullity
Liner dependent and
independent
Basis
Dimension
Calay-Hamilton theorem

6. Application of Matrix

7. Application of Matrix
7

8. Application of Matrix

9. Application of Matrix

10. Application of Matrix

11. Application of Matrix

12. References
www.google.com
www.wikipedia.com
www.slideshare.net

13. Thanks
For Being
With me