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Thursday, September 9, 2010
EXAMPLE OF THEORY OF CONSTRUCTIVIST
She gives a song which is 'doreme'.
She sings a 'doreme' song with loud and clear.
When she finished to sing she assigned the student to perform it to the class.
She said that the student will create a action in that song.
And she told the students that if whoever got the best performance will receive chocolate.
Hannah Pedelyn H. Gamo
BEED - II
EXAMPLE OF CONDITIONS OF LEARNING
| Event of Instruction | Lesson Example | Rationale | |
| 1. Gaining Attention | Teacher tells learners how she has used Kidspiration in the classroom. | Giving background information creates validity. | |
| 2. Informing the Learner of the Objective | Teacher says, "Today I am going to show you how to use a multimedia presentation software called Kidspiration." | Make learners aware of what to expect so that they are aware and prepared to receive information. | |
| 3. Stimulating Recall of Prior Learning | For this particular group of learners, they have learned previously about Mind Mapping and Schemata. Teacher associates this knowledge with lesson at hand. | When learning something new, accessing prior knowledge is a major factor in the process of acquiring new information. | |
| 4. Presenting the Stimulus | Teacher gives students step-by-step tutorial on using Kidspiration and has installed Kidspiration software on their computers. | The goal is information acquisition, therefore, the stimulus employed is written content and the actual software program. | |
| 5. Providing Learner Guidance | Teacher demonstrates how to create a diagram on the video projection screen/TV monitor. Teacher shows students how to use Kidspiration tools to type in text, add links, add symbols, use sounds, etc. | Teacher uses "discovery learning" because learners are adults and it gives them the freedom to explore. Teacher facilitates the learning process by giving hints and cues when needed. Since the audience are teachers with some basic level of technology skills and the software program is easy to follow and understand, guidance is minimal. | |
| 6. Eliciting Performance | Teacher asks students to demonstrate Kidspiration tools. | Requiring the learner to produce based on what has been taught enables the learner to confirm their learning. | |
| 7. Giving Feedback | Teacher gives immediate feedback to learners after eliciting responses. | Regular feedback enhances learning. | |
| 8. Assessing Performance | Assign a practice activity - Create a diagram that focuses on Farm Animals. Teacher checks work. | Independent practice forces students to use what they learned and apply it. Assessing such gives instructors a means of testing student learning outcomes. | |
| 9. Enhancing Retention and Transfer | Teacher asks learners to create activities using Kidspiration for 2nd grade students. Teacher also charges learner with teaching another learner how to use Kidspiration. | Applying learning in real-life situations is a step towards Mastery Learning. |
Hannah Pedelyn H. Gamo
BEED-II
Wednesday, September 8, 2010
EXAMPLE OF SOCIAL LEARNING
If she is angry, she said "putrages" or "putang ina" words.
Until her youngest daughter, adopted her words.
When her daughter mad or angry she said a "putang ina" words like her mother.
Hannah Pedelyn H. Gamo
BEED - II
EXAMPLE OF PURPOSIVE BEHAVIORIST
I really want to have a cellphone.
I tell my mother that I want a cellphone,
but there have a condition.
The condition is, I must have a grade that not below to 82.
so, in order to satisfy my needs I study hard.
Until the grade given to us,
I'm happy because I don't have a grade that below 82.
Hannah Pedelyn H. Gamo
BEED - II
EXAMPLE OF GRAPHIC ORGANIZER
This cluster map was inspired by the Wave Spring Unit Plan.
Hannah Pedelyn H. Gamo
BEED-II
EXAMPLE OF GESTALT
comment for gestalt video
JUN MARK MOFAR
BSED-II
example purposive theory
you are in a hurry.
and you choose a short road in order for you to go fast and you can make the things that you need to be done.
JUN MARK D. MOFAR
BSED-II
The concept of prime numbers appears to be more readily grasped when the child, through construction, discovers that certain handfuls of beans cannot be laid out in completed rows and columns. Such quantities have either to be laid out in a single file or in an incomplete row-column design in which there is always one extra or one too few to fill the pattern. These patterns, the child learns, happen to be called prime. It is easy for the child to go from this step to the recognition that a multiple table, so called, is a record sheet of quantities in completed multiple rows and columns. Here is factoring, multiplication and primes in a construction that can be visualized
- Instructional Objective: Recognize and define a prime number.
- Methodology:
- Ask the student to get a handful of pennies, beans, or any other countable object.
- Show the students 6 pennies. Show that six pennies can be organized into two groups of three, three groups of two, or one group of six.
- Ask the student to count out 8 pennies and organize the pennies into as many EQUAL groups as they can.
- Show answer.
- Ask the student to count out 18 pennies and organize the pennies into as many EQUAL groups as they can.
- Show answer.
- Ask the student to count out 7 pennies and organize the pennies into as many EQUAL groups as they can.
- Show answer.
- Ask the student to count out 13 pennies and organize the pennies into as many EQUAL groups as they can.
- Show answer.
- Show a selection of numbers or examples of different groups of coins. Ask the student to identify which ones are prime.
- Show answer.
BSED-II
The following example illustrates a teaching sequence corresponding to the nine instructional events for the objective, Recognize an equilateral triangle:
1. Gain attention - show variety of computer generated triangles
2. Identify objective - pose question: "What is an equilateral triangle?"
3. Recall prior learning - review definitions of triangles
4. Present stimulus - give definition of equilateral triangle
5. Guide learning- show example of how to create equilateral
6. Elicit per formance - ask students to create 5 different examples
7. Provide feedback - check all examples as correct/incorrect
8. Assess performance- provide scores and remediation
9. Enhance retention/transfer - show pictures of objects and ask students to identify equilaterals
jun mark mofar
bsed-II
example of bandura's theory
JUN MARK MOFAR
BSED-II
Monday, September 6, 2010

Venn diagram is constructed with a collection of simple closed curves drawn in the plane. the same diagram. That is, the diagram initially leaves room for any possible relation of the classes, and the actual or given relation, can then be specified by indicating that some particular region is null or is not-null"
Venn diagrams normally comprise overlappin, the "principle of these diagrams is that classes be represented by regions in such relation to one another that all the possible logical relations of these classes can be indicated in rcles. The interior of the circle symbolically represents the elements of the set, while the exterior represents elements which are not members of the set. For instance, in a two-set Venn diagram, one circle may represent the group of all wooden objects, while another circle may represent the set of all tables. The overlapping area or intersection would then represent the set of all wooden tables. Shapes other than circles can be employed, and this is necessary for more than three sets. Venn diagrams do not generally contain information on the relative or absolute sizes
