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GEOMETRIC PROBABILITY

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Section 11.8 GEOMETRIC PROBABILITY General Probability SAT Geometric Probability Suppose a point P is randomly drawn on the line segment. What is the probability that ... – PowerPoint PPT presentation

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Title: GEOMETRIC PROBABILITY


1
Section 11.8
  • GEOMETRIC PROBABILITY

2
General Probability
3
SAT Geometric Probability
  • Suppose a point P is randomly drawn on the line
    segment. What is the probability that P is on
    ?

There are 5 total parts
CF is 3 parts
4
  • At a carnival game, dishes are positioned on a
    table so that they do not overlap. You win a
    prize if you throw a nickel that lands in a dish.
  • If the area of the table is 1.5 m2 and the
    combined area of the dishes is 1 m2, what is the
    probability that the nickel will not land in the
    dish?

5
  1. A DART bus pulls up in front of Sallies every 20
    minutes. The length of time each bus waits is 3
    minutes. If a student walks out at any random
    time, what is the probability he will be able to
    board the bus as soon as he arrives?

Hint Set up a time line
BUS
BUS
BUS
0
3
20
23
40
43
One total cycle
p(boarding) 3/20
6
  • A DART bus pulls up in front of Sallies every 20
    minutes. The length of time each bus waits is 3
    minutes.
  • 4) If a student goes out and there is no bus,
    what is the probability that his wait time will
    not exceed 10 minutes?

BUS
BUS
10
0
3
20
23
40
43
One total cycle
p(wait lt 10) 10/17
7
SAT Probability
24
  • A large box contains exactly 24 bowling balls.
    All of the balls are either black, yellow, blue,
    or red. The probability of selecting a red ball
    at random from the box is ¼, and the probability
    of selecting a black ball is 1/6. What is the
    sum of the yellow and blue bowling balls in the
    box?
  • A) 8 B) 12 C) 14 D) 16
    E)18

6
4
6
4
10
14
8
Counting Rule
  • MULTIPLY

9
LICENSE PLATES
  • In Delaware, license plates have seven
    characters. How many possibilities are there
    total?
  • What if you could only use numbers?
  • What if you cant repeat letters?
  • What if you do not have any restrictions at all?

36363636363636
7.836 E 10
26252423222120
3,315,312,000
10101010101010
10,000,000
10
Intersections
  • 1)There are 9 students in Math class and there
    are 5 students in French class. If 3 students
    take both Math and French, what is the total
    number of students taking one of the classes?
  • Use a Venn Diagram

MATH
FRENCH
3
93 6
53 2
11
Intersections
  • 2) In a group of 200 high school juniors and
    seniors, 70 are boys, 50 are senior boys and 80
    are seniors. How many girls are juniors?
  • Create a Chart





MALES
FEMALES
JUNIORS
20
120
100
50
SENIORS
80
30
70
200
130
12
Practice
  • Page 463-464
  • 1 5, 7, 8, 11

13
Ch 11 Test
Geometric Probability
14
SAT Formulas
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