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1. Use Pascal's Triangle to expand the binomial. (d – 3)6 (1 point) d6 – 18d5 + 135d4 – 540d3 + 1,215d2 – 1,458d + 729 d6 + 18d5 + 135d4 + 540d3 + 1,215d2 + 1,458d + 729 d6 – 6d5 + 15d4 – 20d3 + 15d2 – 6d + 1 d6 + 6d5 + 15d4 + 20d3 + 15d2 + 6d + 1 2. Use the Binomial Theorem to expand the binomial. (3v + s)5 (1 point) s5 – 5s4v + 10s3v2 – 10s2v3 + 5sv4 – v5 s5 + 15s4v + 90s3v2 + 270s2v3 + 405sv4 + 243v5 s5 + 45s4v + 270s3v2 + 810s2v3 + 1,215sv4 + 729v5 s5 + 15s4 + 90s3 + 270s2 + 405s + 243 3. What is the fourth term of (d – 4b)3? (1 point) b3 –b3 64b3 –64b3

Mathematics
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do you know what Pascal's Triangle is?

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Other answers:

In the first problem, is it (d – 3)*6 or (d – 3)^6?
no i dont lol
geesh..based on the possible answers it is clearly ^6. I would suggest that you review enough so that you can answer basics question correctly about your particular problem.
1. Use Pascal's Triangle to expand the binomial. (d – 3)6 (1 point) (1 pt) d6 – 18d5 + 135d4 – 540d3 + 1,215d2 – 1,458d + 729 (0 pts) d6 + 18d5 + 135d4 + 540d3 + 1,215d2 + 1,458d + 729 (0 pts) d6 – 6d5 + 15d4 – 20d3 + 15d2 – 6d + 1 (0 pts) d6 + 6d5 + 15d4 + 20d3 + 15d2 + 6d + 1 1 /1 point 2. Use the Binomial Theorem to expand the binomial. (3v + s)5 (1 point) (0 pts) s5 – 5s4v + 10s3v2 – 10s2v3 + 5sv4 – v5 (1 pt) s5 + 15s4v + 90s3v2 + 270s2v3 + 405sv4 + 243v5 (0 pts) s5 + 45s4v + 270s3v2 + 810s2v3 + 1,215sv4 + 729v5 (0 pts) s5 + 15s4 + 90s3 + 270s2 + 405s + 243 1 /1 point 3. What is the fourth term of (d – 4b)3? (1 point) (0 pts) b3 (0 pts) –b3 (0 pts) 64b3 (1 pt) –64b3 1 /1 point The final score is 3/3 (100%).
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