PROBABILI
TYGRADE 9
LESSON OBJECTIVES
BY THE END OF THE LESSON:
Define and identify favourable outcomes and sample space.
Calculate probability using the correct formula.
•How many sides does a
coin have? What are those
sides?
•What are the chances of
landing on a head when
tossing a coin?
•What are the chances of
landing on a tail when tossing a
coin?
•What are the chances
of landing on both
the head and the tail
when tossing this
coin?
PROBABILITY
•Probability is a mathematical concept that measures
the likelihood or chance of a specific event occurring.
It's expressed as a number between 0 and 1.
•It can also be expressed as a fraction, decimal, or
percentage.
DO YOU
KNOW
THIS
PERSON?
• If there is a low chance of an event happening, the probabilities will lie between 0 and 0,5.
• If there is an even or 50-50 chance of an event happening, the probability will be 0,5.
• If there is a high chance of an event happening, the probabilities will lie between 0,5 and 1.
• If there is no chance of an event happening, the probability will be 0.
• If the event certainly happens, the probability will be 1.
THE PROBABILITY SCALE
CALCULATING PROBABILITY
PROBABILITY is calculated using the formula
below:
SAMPLE SPACE
•The set of all possible outcomes in an experiment.
• Earlier, we said the coin had two sides, namely the
head and tail.
•That is what we refer to as the sample space.
•S = {Head, Tail} (this is how we write a set)
FAVOURABLE OUTCOMES
•A favourable outcome is an outcome of a random
experiment or event that satisfies a specific condition or
criterion of interest. It is one of the desired results that
you are tracking or trying to calculate the probability
for.
ACTIVITY: CARDS
DETERMINE THE PROBABILITY OF DRAWING, AT RANDOM:
(a) A card that has a club from the pack of cards.
(b) A card that has a diamond shape from the pack of cards.
(c) A red card from the pack of cards.
(d)A King from the pack of cards.
SUMMARY
• SAMPLE SPACE IS THE SET OF ALL
POSSIBLE OUTCOMES IN AN EXPERIMENT.
• A favourable outcome is an outcome of a random
experiment or event that satisfies a specific
condition or criterion of interest.
• Probability is a mathematical concept that
measures the likelihood or chance of a specific
event occurring. It's expressed as a number between
0 and 1.
PROBABILITY G9 SLIDES- Introduction lesson presentation

PROBABILITY G9 SLIDES- Introduction lesson presentation

  • 1.
  • 2.
    LESSON OBJECTIVES BY THEEND OF THE LESSON: Define and identify favourable outcomes and sample space. Calculate probability using the correct formula.
  • 3.
    •How many sidesdoes a coin have? What are those sides?
  • 4.
    •What are thechances of landing on a head when tossing a coin? •What are the chances of landing on a tail when tossing a coin?
  • 5.
    •What are thechances of landing on both the head and the tail when tossing this coin?
  • 6.
    PROBABILITY •Probability is amathematical concept that measures the likelihood or chance of a specific event occurring. It's expressed as a number between 0 and 1. •It can also be expressed as a fraction, decimal, or percentage.
  • 7.
  • 8.
    • If thereis a low chance of an event happening, the probabilities will lie between 0 and 0,5. • If there is an even or 50-50 chance of an event happening, the probability will be 0,5. • If there is a high chance of an event happening, the probabilities will lie between 0,5 and 1. • If there is no chance of an event happening, the probability will be 0. • If the event certainly happens, the probability will be 1. THE PROBABILITY SCALE
  • 9.
    CALCULATING PROBABILITY PROBABILITY iscalculated using the formula below:
  • 10.
    SAMPLE SPACE •The setof all possible outcomes in an experiment. • Earlier, we said the coin had two sides, namely the head and tail. •That is what we refer to as the sample space. •S = {Head, Tail} (this is how we write a set)
  • 11.
    FAVOURABLE OUTCOMES •A favourableoutcome is an outcome of a random experiment or event that satisfies a specific condition or criterion of interest. It is one of the desired results that you are tracking or trying to calculate the probability for.
  • 12.
    ACTIVITY: CARDS DETERMINE THEPROBABILITY OF DRAWING, AT RANDOM: (a) A card that has a club from the pack of cards. (b) A card that has a diamond shape from the pack of cards. (c) A red card from the pack of cards. (d)A King from the pack of cards.
  • 13.
    SUMMARY • SAMPLE SPACEIS THE SET OF ALL POSSIBLE OUTCOMES IN AN EXPERIMENT. • A favourable outcome is an outcome of a random experiment or event that satisfies a specific condition or criterion of interest. • Probability is a mathematical concept that measures the likelihood or chance of a specific event occurring. It's expressed as a number between 0 and 1.