Use the Binomial Theorem to expand the binomial.

Question

left parenthesis s plus 3 v right parenthesis Superscript 5 baseline
(1 point)
Responses

s Superscript 5 baseline minus 5 s Superscript 4 baseline v plus 10 s cubed v squared minus 10 s squared v cubed plus 5 s v Superscript 4 baseline minus v Superscript 5 baseline
Image with alt text: s Superscript 5 baseline minus 5 s Superscript 4 baseline v plus 10 s cubed v squared minus 10 s squared v cubed plus 5 s v Superscript 4 baseline minus v Superscript 5 baseline

s Superscript 5 baseline plus 15 s Superscript 4 baseline v plus 90 s cubed v squared plus 270 s squared v cubed plus 405 s v Superscript 4 baseline plus 243 v Superscript 5 baseline
Image with alt text: s Superscript 5 baseline plus 15 s Superscript 4 baseline v plus 90 s cubed v squared plus 270 s squared v cubed plus 405 s v Superscript 4 baseline plus 243 v Superscript 5 baseline

s Superscript 5 baseline plus 45 s Superscript 4 baseline v plus 270 s cubed v squared plus 810 s squared v cubed plus 1,215 s v Superscript 4 baseline plus 729 v Superscript 5 baseline
Image with alt text: s Superscript 5 baseline plus 45 s Superscript 4 baseline v plus 270 s cubed v squared plus 810 s squared v cubed plus 1,215 s v Superscript 4 baseline plus 729 v Superscript 5 baseline

s Superscript 5 baseline plus 15 s Superscript 4 baseline plus 90 s cubed plus 270 s squared plus 405 s plus 243

Answer 1

v Superscript 5 baseline

Answer 2

What is the fourth term of (d – 4b)3?
(1 point)
Responses

b3
b 3

–b3
– b 3

64b3
64 b 3

–64b3