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MATH 110 Module 3 Exam/Updated A+ Score Guide?Questions & Answers

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You may find the following files helpful throughout the exam: Statistics Equation Sheet ( picture/Statistics Suppose you are going to make a password that consists of 6 characters chosen from {3,4,5,7,d,f,g,k,q,r,s,w}. How many different passwords can Your Answer: P(490, 2) 490! (490-2)! 490! 490 (489) 488! ¯ 239, 610 a) b) c (670, 665) — 670! 670! 670!5! ¯ 670(669) (668) (667) (666) 5(4) (3) (2) (1) — 1.1( a. 490! 490(489) = 239,610. (490- 2)! 499! b. 670! 670!12 = 1.108 x 10 66515!

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M3: Exam - Requires Respondus LockDown Browser
+ Webcam
Due No due date Points 50 Questions 7 Time Limit 90 Minutes
Requires Respondus LockDown Browser



Instructions
You may only have the following items when taking an exam: computer, 1-2 pieces of blank
scratch paper, a pen/pencil, and a calculator.

You may ONLY use the equation sheets that are provided WITHIN the exam. The use of printed
versions will be considered a violation of the Academic Integrity Policy.




Attempt History
Attempt Time Score
LATEST Attempt 1 76 minutes 44 out of 50




Score for this quiz: 44 out of 50
Submitted Aug 8 at 5:58pm
This attempt took 76 minutes.


Question 1 513 pts


You may find the following files helpful throughout the exam:

Statistics_Equation_Sheet &




Find the answer to each of the following by first reducing the fractions as
much as possible:


a) P(490,2)=

, b) C(670,665)=



Your Answer:


a) P (490,2) .= 90
490!
= {38 = 490 (489) —= 239, 610
490!




b)
_ 670! __ 670! __ 670(669)(668)(667)(666)
‘0(670’ 665) o 665!(670—665)! ~ 670'5! 5(4)(3)(2)(1) = 1.1(

4 G 4

4 D 4




a.


490! 490!
P(490,2) = 0o agal 490(489) = 239,610.



b.

670! 670! 70(669)(668)(667)(666)
€(670,665) = 665!(670-665)! ~ eesIs! 4 5(4)6(:)(2;3(1) = 1.108 x 10




Question 2 5/5pts


You may find the following files helpful throughout the exam:

Statistics_Equation_Sheet &
(https://previous.nursingabc.com/upload/images/Help_file picture/Statistics




Suppose you are going to make a password that consists of 6 characters
chosen from {3,4,5,7,d,f,g,k,q,r,s,w}. How many different passwords can

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