Use pascals triangle to expand a binomial to the 6th power

What is the first term in the expansion of (y + 2)^6?

• y^6

• 2^6

• y^5

• 2^5

In a binomial expansion, how do the powers of the first term change?

• They alternate

• They ascend

• They remain constant

• They descend

What pattern is used to determine the coefficients in a binomial expansion?

• Fibonacci sequence

• Arithmetic sequence

• Pascal's triangle

• Geometric sequence

What is the coefficient of the second term in the expansion of (y + 2)^6?

• 1

• 15

• 6

• 20

How is the coefficient of a term in a binomial expansion determined?

• By using the corresponding row in Pascal's triangle

• By dividing the previous coefficient by 2

• By adding the powers of the terms

• By multiplying the previous coefficient by 2

What is the final term in the expansion of (y + 2)^6?

• y^6

• 2^6

• y^0

• 2^0

What is the value of 2^6 in the expansion of (y + 2)^6?

• 32

• 64

• 16

• 128