Diff Chpt 13 Jeopardy Review

This Jeopardy Game contains practice questions aligned to the Unit13 test for Diff PreAlgebra students.

There are more quizlet activities to review for this section of the CUM.  Copy and paste this link into your browser!

https://quizlet.com/81559716/diff-cum-units-10-11-section-67-68-118-119-review-flash-cards/

Use this link or attach in your browsers to find review questions on quizlet.

https://quizlet.com/81553015/diff-cum-test-10-11-sections-112-115-flash-cards/

Visit quizlet for some Unit6 CUM review questions!  Copy and paste this into your browser:

https://quizlet.com/73973370/prealg-cum-6-8-flash-cards/

ALSO:  Here is a Unit8 PowerPoint for review!

PreAlg Unit8 Review or CUM Rev

http://www.quia.com/pa/208070.html

CUM over Units 6 and 10 is Tuesday, March 3, 2015.  Students have copies of CUM 6 & 10 revised test assigned as a practice test for homework.

#1.  The probability of flipping a coin 5 times and having all five flips be heads is a favorable 1 out of possible 2,  done five times.  The fraction 1/2 • 1/2 • 1/2 • 1/2 • 1/2 = 1/32 which is 3.125%

#2.  The probability of rolling a die and having a 6 come up 5 times in a row is a Favorable 1 (there is only 1 – six on a die) out of Possible 6 (there are six options on a die) happening five (5) times in a row.  1/6 • 1/6 • 1/6 • 1/6 • 1/6 = 1/7,776 or 0.013%

#3.  The probability of rolling two dice and getting a total score of a three would be first looking at all the options when rolling two dice and the determining how many of those would be Favorable options of a score of three (3).  Once this Favorable count is determined, write it out of the number of Possible outcomes.  This probability then would need to be used as a factor four (4) times.

#4.  P(Ace, Ace) if a Favorable ace happens four (4) times in a deck of a Possible 52 cards, then the probability is 4/52 reducing to 1/13.  This though is being asked to happen in each of two (2) decks.  Therefore, the probability of P(Ace, Ace) is 1/13 • 1/13 = 1/169 or 0.59% of the time.

$5.  P(Heads, 6, King of Hearts) is a Favorable over Possible outcome for each of the three (3) events.  How many Heads out of Possible outcomes on a coin?  How many sixes (6) out of Possible outcomes on a dice?  How many Favorable King of Hearts out of Possible outcomes in a deck of cards?

#6.  P(matching pair) but this may be more easily understood if said P(card, match).  The Favorable first card could be how many?  The Possible outcomes for that first card is how many?  Then, for the “match,” how many Favorable matches are there in the second deck to the first card?  Out of how many Possible for that “match” in the second deck?