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Probability -the measure of how likely an event is to happen. Experiment -an activity with observable results. Outcomes - the result of an experiment Sample space - the result of all possible outcomes of the experiment. Event - the subset of the sample space
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Page 1: Fundamentals of counting & GEOMETRY

Probability-the measure of how likely an event is

to happen.Experiment

-an activity with observable results.Outcomes

- the result of an experimentSample space

- the result of all possible outcomes of the experiment.Event

- the subset of the sample space

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Coin

Die/dice

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TREE DIAGRAM

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Make a tree diagram of the following:

A.) Find the probability of choosing your snacks( cake, spaghetti, salad ) and drinks ( tea, coffee, juice, milk, water.) B.) Find the probability of having a four-letter password using the vowels of the alphabets only.

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Experiment

Snacks

Drinks

Sample space

Cake

Spaghetti

Salad

Choosing a snack

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Experiment

Sample space

Choosing apassword

1ST 2ND 3RD 4TH 5TH

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Geometry- the branch of mathematics concerned with the properties and relations of points, lines, surfaces, solids, and higher dimensional analogs.

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LINE -  is straight (no curves),has no thickness, and extends in both directions without end.LINE SEGMENT -  is a straight line which joins two points but does not extend beyond them.RAY - is a line that has one end point and the other end continues on.

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AB

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RAY AB

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Example:

JK

AB

CD

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A

B

C

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KINDS OF ANGLE1.ACUTE ANGLE – An angle

that measures more than 0° and less than 90°.

2.OBTUSE ANGLE – Any angle greater than 90° and smaller than 180°.

3.RIGHT ANGLE – is an angle that has a measure exactly 90°.

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Naming AnglesExample: Names

:<WET<1<TEW

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Parallel Lines stay the same distance apart and never touch. Perpendicular Lines are lines that meet or cross and form right angles. Intersecting Lines meet or cross each other.

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NAMES and SYMBOLS

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