make a desktop test to evaluate this recursive algorithm (no programs, just logic) with matriz = [2,4] [4,1]the determinant should give -10 float determinante(float_matriz[][], entero n)entero_i, s, I, kfloat valdet, menorvaldet = 0wwwwwwwif (n == 1) thenelsevaldet = matriz[1][1]for (i=1;i i) thenend(for)end(if)return valdetfin(determinante)end(if)end (for)end(for)if (i% 2 == 1) thenelseend(if)menor[k - 1][s] = matriz[k][!]S = S + 1valdet = valdet + matriz[1][i]*determinante(menor, n - 1)matriz[1][i]*determinante(menor,n-1)valdet = valdetwwwwwww

float determinante(float_matriz, entero n) entero_i, s, I, k float valdet, menor valdet = 0 if (n == 1) then else valdet = matriz[1][1] for (i=1;i i) then end(for) end(if) return valdet fin (determinante) end(if) end(for) end(for) if (i%2 == 1) then else end(if) menor[k - 1][s] = matriz[k][!] S=S+1 valdet = valdet + valdet = valdet matriz[1][i]*determinante(menor, n − 1) matriz[1][i]*determinante(menor, n - 1)

float determinante(float_matriz, entero n) entero_i, s, I, k float valdet, menor valdet = 0 if (n == 1) then else valdet = matriz[1][1] for (i=1;i i) then end(for) end(if) return valdet fin (determinante) end(if) end(for) end(for) if (i%2 == 1) then else end(if) menor[k - 1][s] = matriz[k][!] S=S+1 valdet = valdet + valdet = valdet matriz[1][i]determinante(menor, n − 1) matriz[1][i]determinante(menor, n - 1)

Database System Concepts

7th Edition

ISBN:9780078022159

Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan

Chapter1: Introduction

Section: Chapter Questions

Problem 1PE

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Please show and explain so I can nderstand.
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Please show work to the answer.
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