Нow ι can ι ғιnd тнιѕ oυт
1 answer:
Hello, For n°1: 8 solutions: k= 1 9*-4/-6=6 -5*-2*-8=-80 3*-7* 1=-21 9*-5/ 3=-15 -4/-2*-7=-14 -6*-8* 1=48 ======================================= k= 2 9*-4/-6=6 -5* 2* 8=-80 3* 7*-1=-21 9*-5/ 3=-15 -4/ 2* 7=-14 -6* 8*-1=48 ======================================= k= 3 9*-4/-6=6 5*-2* 8=-80 -3*-7*-1=-21 9* 5/-3=-15 -4/-2*-7=-14 -6* 8*-1=48 ======================================= k= 4 9*-4/-6=6 5* 2*-8=-80 -3* 7* 1=-21 9* 5/-3=-15 -4/ 2* 7=-14 -6*-8* 1=48 ======================================= k= 5 9* 4/ 6=6 -5*-2*-8=-80 3* 7*-1=-21 9*-5/ 3=-15 4/-2* 7=-14 6*-8*-1=48 ======================================= k= 6 9* 4/ 6=6 -5* 2* 8=-80 3*-7* 1=-21 9*-5/ 3=-15 4/ 2*-7=-14 6* 8* 1=48 ======================================= k= 7 9* 4/ 6=6 5*-2* 8=-80 -3* 7* 1=-21 9* 5/-3=-15 4/-2* 7=-14 6* 8* 1=48 ======================================= k= 8 9* 4/ 6=6 5* 2*-8=-80 -3*-7*-1=-21 9* 5/-3=-15 4/ 2*-7=-14 6*-8*-1=48 ======================================= For n°3: 8 solutions: k= 1 9*-2/-6=6 -5*-1* 7=-80 -4* 9*-3=-21 9*-5/-4=-15 -2/-1* 9=-14 -6* 7*-3=48 ======================================= k= 2 9*-2/-6=6 -5* 1*-7=-80 -4*-9* 3=-21 9*-5/-4=-15 -2/ 1*-9=-14 -6*-7* 3=48 ======================================= k= 3 9*-2/-6=6 5*-1*-7=-80 4* 9* 3=-21 9* 5/ 4=-15 -2/-1* 9=-14 -6*-7* 3=48 ======================================= k= 4 9*-2/-6=6 5* 1* 7=-80 4*-9*-3=-21 9* 5/ 4=-15 -2/ 1*-9=-14 -6* 7*-3=48 ======================================= k= 5 9* 2/ 6=6 -5*-1* 7=-80 -4*-9* 3=-21 9*-5/-4=-15 2/-1*-9=-14 6* 7* 3=48 ======================================= k= 6 9* 2/ 6=6 -5* 1*-7=-80 -4* 9*-3=-21 9*-5/-4=-15 2/ 1* 9=-14 6*-7*-3=48 ======================================= k= 7 9* 2/ 6=6 5*-1*-7=-80 4*-9*-3=-21 9* 5/ 4=-15 2/-1*-9=-14 6*-7*-3=48 ======================================= k= 8 9* 2/ 6=6 5* 1* 7=-80 4* 9* 3=-21 9* 5/ 4=-15 2/ 1* 9=-14 6* 7* 3=48 =======================================
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Answer:
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Step-by-step explanation:
The
<u>correct answer</u> is:
Explanation :
The symmetric property states that if two quantities are equal (or congruent), you can "flip" them around the equals sign (or congruence sign).
This means since EFG is congruent to HJK, then HJK is congruent to EFG.