Advertisements
Advertisements
Question
Verify whether the following hexagonal shapes form a part of the Pascal’s Triangle.
Solution
In Pascal’s Triangle product of the 3 alternate numbers given around the hexagon is equal to the product of remaining three numbers.
56 × 210 × 126 = 70 × 84 × 252 = 1481760
∴ It form a part of Pascal’s Triangle
APPEARS IN
RELATED QUESTIONS
Complete the Pascal’s Triangle.
The following hexagonal shapes are taken from Pascal’s Triangle. Fill in the missing numbers.
Complete the Pascal’s Triangle by taking the numbers 1, 2, 6, 20 as line of symmetry.
The elements along the sixth row of the Pascal’s Triangle is
The difference between the consecutive terms of the fifth slanting row containing four elements of a Pascal’s Triangle is
The following hexagonal shapes are taken from Pascal’s Triangle. Fill in the missing numbers.
The following hexagonal shapes are taken from Pascal’s Triangle. Fill in the missing numbers.
The following hexagonal shapes are taken from Pascal’s Triangle. Fill in the missing numbers.
Verify whether the following hexagonal shapes form a part of the Pascal’s Triangle.
Verify whether the following hexagonal shapes form a part of the Pascal’s Triangle.
