Chapter 13 Test

Last updated about 1 month ago

19 questions

Arithmetic Sequences #1

Arithmetic Sequences #2

Geometric Sequences #1

Geometric Sequence #2

Series #1

Series #2

Chapter 13 Test

Last updated about 1 month ago

19 questions

Arithmetic Sequences #1

Given the Arithmetic Sequence, determine:
Common Difference
Iterative Rule
Calculate the 20th term
0.5, 8, 15.5, 23, 30.5... 

The Common Difference is: 
d= _______ 

What is the Iterative Rule?

Arithmetic Sequences #2

You are going to write your own Arithmetic Sequence of at least 5 terms. You are then going to determine:
Common Difference
Iterative Rule
Calculate the 20th term
Note: I will have to grade each of these by hand so you will not get points for it immediately 

Write your Arithmetic Sequence here

The Common Difference is:
d=_______ 

Geometric Sequences #1

Given the Geometric Sequence, determine:
Common Ratio
Iterative Rule
Calculate the 20th term
3, -15, 75, -375, 1875,...

The Common Ratio is:
r=_______ 

What is the Iterative Rule?

Geometric Sequence #2

You are going to write your own Geometric Sequence of at least 5 terms. You are then going to determine:
Common Ratio
Iterative Rule
Calculate the 20th term
Note: I will have to grade each of these by hand so you will not get points for it immediately 

Write your Geometric Sequence here.

r\neq 1

The Common Ratio is:
r=_______ 

Series #1

Evaluate the Arithmetic Series described:
\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:
a_{1}=40, a_{n}=60, n=150

Series #2

Evaluate the geometric series
\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula

-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Chapter 13 Test

Chapter 13 Test

What is the Iterative Rule?

Write your Arithmetic Sequence here

What is the Iterative Rule?

Write your Geometric Sequence here.

r\neq 1

Evaluate the Arithmetic Series described:
\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:
a_{1}=40, a_{n}=60, n=150

Evaluate the geometric series
\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula

-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Given a_{1}, a_{n} and r, determine S_{n} for this Geometric Series
a_{1}=14
a_{n}=1025
r=4

What is the Iterative Rule?

What is the 20th term in the sequence?

Write your Arithmetic Sequence here

What is the Iterative Rule?

Calculate the 20th term.

What is the Iterative Rule?

Calculate the 20th term.

Write your Geometric Sequence here.

r\neq 1

What is the Iterative Rule?

Calculate the 20th term.

Evaluate the Arithmetic Series described:
\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:
a_{1}=40, a_{n}=60, n=150

Evaluate the geometric series
\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula

-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Given a_{1}, a_{n} and r, determine S_{n} for this Geometric Series
a_{1}=14
a_{n}=1025
r=4

What is the 20th term in the sequence?

What is the Iterative Rule?

Calculate the 20th term.

Calculate the 20th term.

What is the Iterative Rule?

Calculate the 20th term.

Chapter 13 Test

Chapter 13 Test

What is the Iterative Rule?

Write your Arithmetic Sequence here

What is the Iterative Rule?

Write your Geometric Sequence here.r\neq 1

Evaluate the Arithmetic Series described:\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:a_{1}=40, a_{n}=60, n=150

Evaluate the geometric series\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Given a_{1}, a_{n} and r, determine S_{n} for this Geometric Seriesa_{1}=14a_{n}=1025r=4

What is the Iterative Rule?

What is the 20th term in the sequence?

Write your Arithmetic Sequence here

What is the Iterative Rule?

Calculate the 20th term.

What is the Iterative Rule?

Calculate the 20th term.

Write your Geometric Sequence here.r\neq 1

What is the Iterative Rule?

Calculate the 20th term.

Evaluate the Arithmetic Series described:\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:a_{1}=40, a_{n}=60, n=150

Evaluate the geometric series\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Given a_{1}, a_{n} and r, determine S_{n} for this Geometric Seriesa_{1}=14a_{n}=1025r=4

What is the 20th term in the sequence?

What is the Iterative Rule?

Calculate the 20th term.

Calculate the 20th term.

What is the Iterative Rule?

Calculate the 20th term.

Write your Geometric Sequence here.

r\neq 1

Evaluate the Arithmetic Series described:
\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:
a_{1}=40, a_{n}=60, n=150

Evaluate the geometric series
\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula

-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Given a_{1}, a_{n} and r, determine S_{n} for this Geometric Series
a_{1}=14
a_{n}=1025
r=4

Write your Geometric Sequence here.

r\neq 1

Evaluate the Arithmetic Series described:
\sum^{45}_{k=1}(6k+3)

Evaluate the Arithmetic Series described:
a_{1}=40, a_{n}=60, n=150

Evaluate the geometric series
\sum^{20}_{n=1}(-1\cdot 2^{n})

Find the sum of the first 30 terms of this Arithmetic Series using the Alternate Arithmetic Series Formula

-35+(-19.75)+(-4.5)+(10.75)+(26)+(41.25)+\dots

Given a_{1}, a_{n} and r, determine S_{n} for this Geometric Series
a_{1}=14
a_{n}=1025
r=4