find the number of diagonals in a dodecagon
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Answered by
9
A dodecagon is a polygon with 12 sides.
The number of diagonals in dodecagon is n(n-3)/2=12*9//3=54
hope this answer is useful
The number of diagonals in dodecagon is n(n-3)/2=12*9//3=54
hope this answer is useful
Answered by
27
The dodecagon is a polygon which has 12 sides.
For findin' no. of diagonal = n(n-3) /2
Here, side is represented by the small letter 'n'.
Therefore, diagonals = 12(12-3) /2
= 12(9) /2
= 108 /2
= 54
Therefore, 54 diagonal are there in a dodecagon.
Thanks..!
With♥️
For findin' no. of diagonal = n(n-3) /2
Here, side is represented by the small letter 'n'.
Therefore, diagonals = 12(12-3) /2
= 12(9) /2
= 108 /2
= 54
Therefore, 54 diagonal are there in a dodecagon.
Thanks..!
With♥️
manannarang1313:
hiii do you remember me dear
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