If the sequence is arithmetic, write the explicit rule. Start with h(n)=
1
1
1
1
1
1
Question 1
1.
Question 4
4.
f(4)=
Question 5
5.
f(5)=
Question 6
6.
Question 8
8.
Given that Q(1)=4, which of the following is the recursive definition for the sequence?
Question 10
10.
k(4)=
Question 11
11.
Is sequence k arithmetic or geometric?
Question 12
12.
Given k(0)=80, which of the following defines sequence k recursively?
Question 13
13.
Given k(0)=80, which of the following defines sequence k for the nthterm?
The only values of a that make sense in this situation would be whole numbers because we can't make a fraction or decimal of a cut. There will also be a limit to the number of cuts you could make because evetually the paper would get too small to make accurate/precise cuts.
Question 15
15.
If the sequence is geometric, write the explicit rule. Start with h(n)=
Question 16
16.
For sequence A, describe a way to produce each new term from the previous term. I will have to grade this one!
Question 17
17.
For sequence B, describe a way to produce each new term from the previous term. I will have to grade this one!
Question 18
18.
Write an explicit rule for sequence A. Start with A(n)=
Question 19
19.
Write an explicit rule for sequence B. Start with B(n)=
Question 20
20.
If the sequences continue, then which is greater, A(9) or B(9)? Explain how you know.