Answer:
Number of Diagonals Formula
Shape Number of sides (n) Number of Diagonals
Triangle 3 3(3−3)/2 = 0
Quadrilateral 4 4(4−3)/2 = 2
Pentagon 5 5(5−3)/2 = 5
Hexagon 6 6(6−3)/2 = 9
yes
[tex](8595784930)[/tex]
Explanation:
100 7 prime pairs found with a difference of 6. ( 23 , 29 ) ( 31 , 37 ) ( 47 , 53 ) ( 53 , 59 ) ( 61 , 67 ) ( 73 , 79 ) ( 83 , 89 ) 25 primes found.
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Answer:
Number of Diagonals Formula
Shape Number of sides (n) Number of Diagonals
Triangle 3 3(3−3)/2 = 0
Quadrilateral 4 4(4−3)/2 = 2
Pentagon 5 5(5−3)/2 = 5
Hexagon 6 6(6−3)/2 = 9
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Verified answer
Answer:
yes
[tex](8595784930)[/tex]
Explanation:
100 7 prime pairs found with a difference of 6. ( 23 , 29 ) ( 31 , 37 ) ( 47 , 53 ) ( 53 , 59 ) ( 61 , 67 ) ( 73 , 79 ) ( 83 , 89 ) 25 primes found.