Detailed Lesson Plan, Study Guides, Projects, Research of Mathematics

Download Detailed Lesson Plan and more Study Guides, Projects, Research Mathematics in PDF only on Docsity! Detailed Lesson Plan In Mathematics 6 I- Objectives: At the end of the lesson, the pupils will able to:  Make listings and diagram of outcomes and tell the numbers of famous outcomes and chances using these listings and diagrams;  Make simple predictions of events based on the results of experiments;  Solve routine and non-routine problems involving experimental and probability. II- Subject Matter Topic: Making Predictions and Stating Outcomes (Listing method and Tree diagram) References: MATH 6 Quarter 4 – Module 5 page 4-5 Materials: Visual Aids, Pictures III- Procedure Teacher’s Activity Pupil’s Activity A. Review Class do you still remember the lesson that we had last meeting? What is it about? What is probability? Who can answer this problem or what is the answer on this problem? What is the probability of rolling, on a fair dice: a 3? Very good! B. Motivation Your graduation is coming. What Possible combination would you prefer to wear between the two pants the black and blue and for the shirts between white and purple? C. Presentation Today we are going to tackle the topic on making predictions and stating outcomes. When we say making predictions, what comes in your mind? Okay, how about on stating Yes, teacher! It is about understanding probability. It is a mathematics of chances which deals with how likely or unlikely an event will happen. It’s 1/6. Blue pants & white shirt! Black pants & white shirt! Black pants & purple shirt! Blue pants & purple shirt! It’s predicting, teacher! It’s guessing, teacher! outcomes? Very good! When we say making predictions it is like predicting or guessing what was the result of the certain problem or situation/event. Base on our topic for today, we can also tell the outcomes and chances using the listing method and tree diagram. Are you now ready to listen to my discussion? Okay. Firstly, we are going to study the ways of understanding probability. - The probability can be calculated in two ways using theoretical and experimental probability. What is theoretical probability? How about experimental probability? So, theoretical probability is what we expect to happen and experimental probability is what actually happens when we try it out. But this time, in getting the number of outcomes and chances we will use the listing method and tree diagram. Look at the given example on your module page 4. Can you read the given problem on the module? So, we will find o how many combinations of pants and blouse can Sarah choose from. We will go first in the listing method . Solution: Teacher, It’s the result! Yes, teacher! Theoretical probability is what is expected to happen. Experimental probability is what actually happens when an experiment is performed. Sarah, a ramp model, is scheduled for a pictorial session. She will choose an outfit, which is a combination of pants and blouse, to match from these options- black, white, or red pants and yellow, pink, blue, or orange blouse. How many possible combinations of pants and blouse can Sarah choose from?