ALGEBRA  2:  CHAPTER  11  TEST  Review   1.    How  many  ways  can  the  numbers  from  0  through  9  be  used  to  create  4-­‐ number  passwords  if  there  are  no  repeated  numbers  in  a  password?         2.    How  many  ways  can  20  cows  be  chosen  from  a  herd  of  30?         3.    Evaluate.   3a.    5C3    

3b.    10P7  

 

3c.  

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            4.    The  table  shows  the  results  of  pulling  one  marble  from  a  bag  of   marbles,  recording  its  color,  and  replacing  it  back  in  the  bag.     Marble  Color   Yellow   Red   Green     Times  Pulled   63   54   18     Find  the  probability  of  each  event.     4a.    Choosing  a  red  marble.       4b.    Choosing  either  a  yellow  OR  g  marble.         5.    Find  the  probability  that  a  point  chosen  at  random  inside  the  rectangle   shown  below  will  also  fall  inside  the  right  triangle.    Not  drawn  to  scale.                                                                    20                30                                                                                                                  30                                                                                                      90       6.    Using  a  fair  coin  and  a  fair  six-­‐sided  number  cube,  what  is  the   probability  of  tossing  a  tail  and  rolling  a  multiple  of  4?                    

1.  ___________________________________           2.  ___________________________________             3a.  __________________________________       3b.  __________________________________       3c.  __________________________________               4a.  __________________________________       4b.  __________________________________           5.  ___________________________________                         6.  ___________________________________                  

7.    Each  letter  from  the  word  PROBABILITY  is  written  on  its  own  card.     Find  the  probability  of  drawing  two  vowels  without  replacement.           8.    Two  number  cubes  are  rolled,  one  blue  and  one  yellow.    What  is  the   probability  of  the  blue  cube  showing  greater  than  3  and  the  product  is  6?             9.    Toni  randomly  draws  a  card  from  a  deck  of  52  cards.    What  is  the   probability  she  draws  a  red  or  face  card?             10.    Charles  randomly  draws  a  card  from  a  deck  of  52  cards.    What  is  the   probability  he  draws  a  7  card  or  a  black  card?             11.    Two  number  cubes  are  rolled  at  the  same  time.    What  is  the   probability  that  the  two  cubes  show  the  same  numbers?             12.    Find  the  5  numbers  on  a  box-­‐and  whisker  plot  using  the  data  set  and   then  find  the  interquartile  range  {44, 18, 55, 42, 51, 36, 43, 44, 87}.             13.    Find  the  mean,  median  and  mode  of  {6,  12,  8,  8,  18,  4,  22,  6}.             14.    A  student  keeps  track  of  how  many  books  he  read  a  week  for  2   months  {0,  3,  5,  2,  2,  5}.    What  is  the  variance  and  standard  deviation  of   the  data  set?            

7.  ___________________________________             8.  ___________________________________               9.  ___________________________________               10.   ___________________________________               11.  __________________________________             12.            5  numbers       ______________________________________     interquartile  range  _______________       13.  mean  ___________________________     median  _________________________     mode  ___________________________       14.  variance______________________       stand  dev________________________  

ALGEBRA 2: CHAPTER 11 TEST Review 1. How many ...

number passwords if there are no repeated numbers in a password? 2. How many ways can 20 cows be chosen from a herd of 30? 3. Evaluate. 3a. 5C3. 3b. 10P7. 3c. ! ! ! 4. The table shows the results of pulling one marble from a bag of marbles, recording its color, and replacing it back in the bag. Find the probability of ...

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