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Which of the following terms in Pascal's Triangle equals t(6,5)?t(6,1)t(4, 2)t(6,0) and t(6,6)t(6,1) and t(4, 2)

Question

Which of the following terms in Pascal's Triangle equals t(6,5)?t(6,1)t(4, 2)t(6,0) and t(6,6)t(6,1) and t(4, 2)

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Solution

The term t(6,5) in Pascal's Triangle refers to the 6th row and 5th column. In Pascal's Triangle, each number is the sum of the two numbers directly above it.

The term t(6,1) refers to the 6th row and 1st column.

The term t(4,2) refers to the 4th row and 2nd column.

The term t(6,0) refers to the 6th row and 0th column, which is always 1 in Pascal's Triangle.

The term t(6,6) refers to the 6th row and 6th column, which is also always 1 in Pascal's Triangle.

So, the term t(6,5) in Pascal's Triangle is not equal to any of the terms t(6,1), t(4,2), t(6,0), or t(6,6).

This problem has been solved

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