Is the sequence arithmetic or geometric?

What is the common difference?

Write the explicit rule for the penny sequence.

Write the recursive rule for the penny sequence.

What is the distance that the penny will fall in JUST the 6th second?

The zombies are back! 30 zombies dug themselves out of the ground and each one "turns" 7 new people into a zombie. Each new zombie also "turns" 7 new people per day.

How many zombies will there be on the 11th day? (just the 11th day, not total)

_{Hint: it's a really big number}

The zombies are back! 30 zombies dug themselves out of the ground and each one "turns" 7 new people into a zombie. Each new zombie also "turns" 7 new people per day.

How many TOTAL zombies will there be after 11 days?

Given the recursive rule, write the first 4 terms of the sequence.

Remember to type in the calculator, click ALPHA -> Y= -> ENTER.

Write an explicit rule.

Write a recursive rule.

Find the sum of the geometric series.

Find the number of terms in the geometric series.

Write an explicit rule for the sequence.

How many dots will there be at 20 minutes? (not total, just at 20 minutes)

Use t as your variable and start with g(t)=

Match each recursive formula with its equivalent explicit formula.

Given a term in a sequence, and the common difference, find the first term.

Given a term in a sequence, and the common ratio, find the first term.

Write the first 4 terms of the sequence.

Find the missing value in the table.