Prerequisite – PL/SQL introduction
In PL/SQL code groups of commands are arranged within a block. A block group related declarations or statements. In declare part, we declare variables and between begin and end part, we perform the operations.
Given n and task is to find nth centered triangular number. A centered triangular number is a centered number that represents a triangle with a dot in the center and all other dots surrounding the center in successive triangular layers.
Input: n = 6 Output: 64 Input: n = 10 Output: 166
The first few centered triangular number series are:
1, 4, 10, 19, 31, 46, 64, 85, 109, 136, 166, 199, 235, 274, 316, 361, 409, 460………………………
nth Term of centered triangular number is given by:
Below is the required implementation:
- Centered triangular number
- Difference between SQL and PLSQL
- First triangular number whose number of divisors exceeds N
- Triangular Matchstick Number
- Squared triangular number (Sum of cubes)
- Smallest triangular number larger than p
- Program to print triangular number series till n
- Triangular Numbers
- Sum of the series 1, 3, 6, 10... (Triangular Numbers)
- Reverse a number in PL/SQL
- Sum of the first and last digit of a number in PL/SQL
- Check whether a given number is even or odd in PL/SQL
- Prime number in PL/SQL
- Factorial of a number in PL/SQL
- Sum of digits of a number in PL/ SQL
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