pre-test
DESCRIPTION
Pre-Test. 6 – 3=________ -2 + 6 = ________ -1 – 5 = ________ -6 + 3 =________ 4 + -5 =________ -2 + -5 =________ 5 + 8 =________ 7 – 2 =________ -5 – 1 =________ 7 + -2 =________. Learning Theory. What is 25 X 25 ?. What is 25 X 25 ?. Types of Learning. - PowerPoint PPT PresentationTRANSCRIPT
Pre-Test1. 6 – 3 = ________2. -2 + 6 = ________3. -1 – 5 = ________4. -6 + 3 = ________5. 4 + -5 = ________6. -2 + -5 = ________7. 5 + 8 = ________8. 7 – 2 = ________9. -5 – 1 = ________10. 7 + -2 = ________
Learning Theory
WHAT IS 25 X 25 ?
WHAT IS 25 X 25 ?
Types of Learning
•Problem solving (Rules)•Facts• Physical skills
Problem Solving
• The behavior• The rule statement
Problem SolvingAdding Integers
• The behavior-7 + 5
• The rule statementwhen the signs are different, subtract and use the sign of the larger number
Types of Learning
• Tying your shoes• Solving: 5X + 3 = 2X – 7• Spelling hippopotamus • Swinging a bat• knitting
Name some other skills that are problem solving Name some other skills that are facts Name some other shills that are physical
Learning
• Learning is an internal process under the control of the individual
• Teaching is an external process under the control of the instructor
Students
• Listen• Study• Practice
Teachers
• Teachers set the (external prompts for the) CONDITIONS OF LEARNING
Conditions of Learning
• For each type of learning, there should be different types of conditions
Conditions (Steps) in LearningProblem Solving (Original Learning)
• Discriminate between items• Classify items into groups• Name the groups• Determine a solution strategy (an algorithm)
• If possible, give the behavior a rule statement
Algorithm
• A step by step procedure to solve a problem
Discriminate Between Items
Discriminate Between Items
1. X2 + 3X = 62. 3X – 8 = 2X + 53. 3X2 = 94. 3X + 6 = 2X5. 9X = 18X2
6. X = 07. 9X + X2 = 0
• How do you solve Algebra I problems?• How do you solve Algebra 2 problems?
A General ApproachTo Solve Problems
(After Original Learning)
• Recognize the problem• Remember the algorithm
Recognize the problemRemember the algorithm
a
1. 8 – 3 = ________2. -3 + 5 = ________3. -4 – 9 = ________4. -4 + 5 = ________5. 8 + -5 = ________6. -3 + -6 = ________7. 5 + 4 = ________8. 3 – 2 = ________9. -6 – 2 = ________10. 9 + -5 = ________
SummaryTypes of learning
Problem solving the behavior the rule statementFactsPhysical skills
Steps in learning (Original learning – learning for the first time)Discriminate between itemsClassify items into groupsName the groups
Approach to Problem Solving (After original learning)Recognize the problemRemember the algorithm
Name the Command Structures
• Tree Commands
• Fluid User Interface (FUI)
Name the Groups
Classify into Groups
Name the Groups
• Group 1• Group 2• Group 3