Find a Particular Term in a Binomial Expansion
-$$( x + 2 ) 16$$
A) $\times 16 + 32 \times 15 + 480 \times 14$
B) $\times 16 + 32 \times 15 + 960 \times 14$
C) $x 16 + 30 \times 15 + 480 \times 14$
D) $\times 16 + 30 \times 15 + 960 \times 14$

Question

Quizplus · Accepted Answer

The correct expansion for the term in question follows the binomial theorem, which for any term $k+1$ in the expansion of $(x + a)^n$ is given by $\binom{n}{k}x^{n-k}a^k$. The provided choices seem to be incomplete or incorrectly formatted, but choice A is selected based on the assumption it's meant to represent a step in the expansion process, albeit the notation is unconventional and incomplete for a binomial expansion term.

Find a Particular Term in a Binomial Expansion - (x+2)16( x + 2 ) 16(x+2)16

Find a Particular Term in a Binomial Expansion
- $( x + 2 ) 16$