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10.1-10.3 Quiz 2026

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Last updated about 2 hours ago
15 questions
Academic Honesty Agreement
Required
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QUIZ
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BONUS QUESTIONS
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Question 1
1.
I understand that my phone, smart watch, or any other internet-enabled device should be away in my locker or bag and inaccessible to me during this assessment. I will not use any internet-enabled device to aid in answering questions on this assessment.
__________

I understand that I may not use any cheat sheets, unauthorized notes, or external help for answers, including anything written on my ID card, calculator, calculator case, or anywhere on my person. Only materials specifically allowed by the teacher may be used.
__________

I understand that I must keep my eyes on my own assessment and should not look at another person’s work to aid me in answering questions. I will not copy from or provide answers to others.
__________

I understand that I am responsible for doing my own work on this assessment. I will do my best and accept the results based on my preparation. I will not resort to academic dishonesty, regardless of how I feel I might perform.
__________

I understand that I must not engage in any form of academic dishonesty beyond what is listed above. Any such behavior will result in an automatic zero on this assessment and a referral to the prefect’s office.
__________

I understand that maintaining academic integrity is a reflection of my character. Choosing honesty, even when no one is watching, shows who I truly am. Upholding my word and doing the right thing is more important than any score.
__________
Question 2
2.

Please sign your name here indicating you agree to the academic honesty statement.

Question 3
3.
Decide if each sequence is arithmetic, geometric or neither.

{45, 15, 5, \frac{5}{3}...}__________

45, 42, 33, 18...__________

{45, 28, 11, -6...} __________
Question 4
4.
Write the first four terms in the sequence, given that {a_1=24}
(already written in for you)

a_n=\frac{8+a_{n-1}}{4}

24 ,_______ ,_______ ,_______
Question 5
5.
Rewrite in sigma notation

30+40+50+60+70+80+90

_______
\large\sum_______
n= 1
Question 6
6.
Given the first term and the common difference of an arithmetic sequence find the explicit formula, then find {a_{52}}.

a_1=22,
d=7

a_n=_______

a_{52}=_______
Question 7
7.
Given two terms in an arithmetic sequence, find the explicit formula.
a_{10}=38 \text{ and } a_{27}=123

a_n=_______
Question 8
8.

Find the sum of the first 28 positive even integers.

Question 9
9.
Given the following information about a geometric sequence, write the explicit formula, then find {a_{6}}.

a_1=-2
r=3

a_n= _______

{a_{6}=}_______
Question 10
10.
Given two terms in a geometric sequence find the explicit formula.

a_1=4\text{ and }a_4=108

a_n=_______
Question 11
11.

Evaluate the finite geometric series (find the sum)

\displaystyle\sum_{n=1}^{9}6(3)^{n-1}

Question 12
12.

Evaluate the finite arithmetic series (find the sum)

\displaystyle\sum_{n=1}^{15}8-2n

Question 13
13.

Evaluate the infinite geometric series.

\displaystyle\sum_{n=1}^{\infin}42\left({\frac{1}{4}}\right)^{n-1}

Question 14
14.
For what value(s) of k will the following expressions form an arithmetic sequence?

{a_1=4k+9},
{a_2=3k+7},
{a_3=k+27}

{k=}_______
Question 15
15.
For what value(s) of p will the following expressions form a geometric sequence?

{a_1=16p,}
{a_2=2p+6},
{a_3=p}

{p=}_______