Pascal's Triangle
Explore how to construct Pascal's Triangle by applying the divide and conquer strategy. This lesson guides you through a recursive method to compute each row efficiently by using the sum of elements from the previous row, helping you grasp both the concept and its time complexity.
We'll cover the following...
We'll cover the following...
Pascal’s Triangle
Pascal’s Triangle is a triangular array of binomial coefficients. To make the triangle, we start with a “1” at the top and then keep on placing numbers in the subsequent rows below to make a triangular pattern. Each number in the row is obtained by adding the numbers directly above it.
Illustration:
Here is a visual presentation of how entries in Pascal’s Triangle are calculated. As can be seen here, ...
Source: Pascal's Triangle - Wikipedia