23+n+5+n=23+5+n+n=28+2nIt depends what n is, once, you find out what n is equal to, plug it in to the equation above in bold.
3 N = 23 therefore N = 23/3 or 7.67 or 72/3
The answer is n + 1610.
n^2 - n = 552 n^2 - n -552 = 0 (n+23)(n-24) = 0 n = 24 n can also be negative 23
Infinitely many. Consider any integer n and then the triplet (23, n, -n). Whatever the value of n, the triplet will always sum to 23. And since n is an arbitrary integer there are infinitely many such triplets. Next you could try (22, n, 1-n). Again, an infinite number of these. And an infinite number of (21, n, 2-n), and so on ...
Devasahayam Pillai was born on 1712-04-23.
75% of 1712= 75% * 1712= 0.75 * 1712= 1284
20%
23+n+5+n=23+5+n+n=28+2nIt depends what n is, once, you find out what n is equal to, plug it in to the equation above in bold.
20800/1712 = a fraction under 12.15%
23-8 = 15 so 50-N = 15 N = 35
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A polygon with n sides has n*(n - 3)/2 diagonals. So n = 23 gives 23*20/10 = 230 diagonals
3 N = 23 therefore N = 23/3 or 7.67 or 72/3
5 + n = 23 n = 18 18 - 5 = 13 ■
St. Petersburg, the former capital of Russia, was built along the Neva River in 1712, not 1793.
The address of the Brockton Historical Society is: 216 N Pearl St, Brockton, MA 02301-1712