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## Homework Statement

well, my assignment was to make a gauss elimination, so now i need to compute the determinant of an n by n diagonal matrix

variable rows = number of equations

variable i = random integer

matrix A[100][100]

dummy matrix A2[100][100]

## Homework Equations

det[A] = A[0][0]*A[1][1]*A[2][2]*........*A[n][n]

## The Attempt at a Solution

i made the code for pivoting and forward elimination, but i spent 2 hours or so and i couldn't figure out how to make a code for this using for loop

for (i=0;i<rows;i++){

A2

*= A***A[i+1][i+1]*

}

(this will only ever give me a product of 2 numbers in the diagonal though)

i thought it was going to be easy but i need to find a formula so it stores the products of all the elements in the diagonal of the matrix

PS; there is only so much attempts i can show, since i have no clue whatsoever to go about this.

@borek

thanks a lot i got the answer u helped a lot, i also realized my back elimination formula was wrong and your method helped me alot once again}

(this will only ever give me a product of 2 numbers in the diagonal though)

i thought it was going to be easy but i need to find a formula so it stores the products of all the elements in the diagonal of the matrix

PS; there is only so much attempts i can show, since i have no clue whatsoever to go about this.

@borek

thanks a lot i got the answer u helped a lot, i also realized my back elimination formula was wrong and your method helped me alot once again

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