User:Dixonja331lc

Lexigraphical order this is what Peter Horak a mathematician from U.W. call'd this truth. Let us say we have a school project due on flower arrangements.Utilize'ing four flowers([{F1;F2;F3;F4)]} and a camera.Lexigraphical order proves these formulias (1*1)= 1 (2*1)= 2 (3*1)= 6 (4*1)= 24 - we now know that a roll of film with 24 exposures is require'd "HOW DO WE KNOW THIS IS TRUTH?" Lexigraphical order

01.) {[(F1;F2;F3;F4)]} 07.) {[(F4;F1;F2;F3)]}  13.) {[(F3;F4;F1;F2)]}  19.) {[(F2;F3;F4;F1)]}

02.) {[(F2;F1;F3;F4)]} 08.) {[(F1;F4;F2;F3)]}  14.) {[(F4;F3;F1;F2)]}  20.) {[(F3;F2;F4;F1)]}

03.) {[(F3;F1;F2;F4)]} 09.) {[(F2;F4;F1;F3)]}  15.) {[(F1;F3;F4;F2)]}  21.) {[(F4;F2;F3;F1)]}

04.) {[(F2;F3;F1;F4)]} 10.) {[(F1;F2;F4;F3)]}  16.) {[(F4;F1;F3;F2)]}  22.) {[(F3;F4;F2;F1)]}

05.) {[(F1;F3;F2;F4)]} 11.) {[(F4;F2;F1;F3)]}  17.) {[(F3;F1;F4;F2)]}  23.) {[(F2;F4;F3;F1)]}

06.) {[(F3;F2;F1;F4)]} 12.) {[(F2;F1;F4;F3)]}  18.) {[(F1;F4;F3;F2)]}  24.) {[(F4;F3;F2;F1)]}