GRADE 11 - SCIENCE, TECHNOLOGY, ENGINEERING, AND MATHEMATICS STRAND (STEM) → STEM Second Semester

Basic Calculus


Description
At the end of the course, the students must know how to determine the limit of a function, differentiate, and integrate algebraic, exponential,
logarithmic, and trigonometric functions in one variable, and to formulate and solve problems involving continuity, extreme values, related rates,
population models, and areas of plane regions.
Content
  • unit_1568597916
  • SECOND SEMESTER
  • MIDTERM LESSONS
  • Illustrate limit
  • limit of a function
  • illustrate the limit laws
  • illustrate the limit lawsillustrate the limit laws
  • Quiz
  • Assignment
  • Activity
  • Performance Tasks
  • doc.1
  • chapter exam 1
  • Chapter 1 Exam Answer
  • apply the limit laws in evaluating the limit of algebraic functions
  • Quiz 2
  • L'Hospital's rule find the limit of a function
  • Assignment 2
  • Performance Task 2
  • apply the limit laws in evaluating the limit of algebraic functions
  • apply the limit laws in evaluating the limit of algebraic functions
  • QUIZ
  • QUIZ- ANSWER HERE
  • PERFORMANCE TASKS
  • Answer Here
  • basic calculus 12 stem - doc.2.docxoc.2
  • chapter exam 2
  • Chapter 2 Exam Answer
  • QUIZ
  • Quiz- Answer Here
  • BASIC CALCULUS EXAM NO.1
  • BASIC CALCULUS EXAM 1 - ANSWER HERE
  • LONG TEST
  • LONG TEST- ANSWER HERE
  • FINAL LESSONS
  • limits of logarithm
  • QUIZ 1
  • QUIZ 1
  • limit of trigonometric functions
  • limit of exponential functions
  • Quiz
  • Quiz Answer here
  • illustrate continuity of a function at a number
  • illustrate continuity of a function at a number
  • illustrate continuity of a function at a number
  • Quiz
  • basic concepts of derivatives
  • basic concepts of derivatives
  • derive the differentiation rules
  • illustrate the Chain Rule of differentiation
  • illustrate the Chain Rule of differentiation
  • illustrate implicit differentiation
  • Quiz
  • Quiz- Answer Here
  • Assignment
  • Assignment - Answer Here
  • PERFORMANCE TASKS
  • PERFORMANCE TASKS -Answer Here
  • Integration
  • Integration
  • Integration
  • Activity
  • Activity- Answer Here
  • illustrate an antiderivative of a function
  • illustrate an antiderivative of a function
  • antidifferentiation
  • Final Exam
  • Final Exam-Answer Here
Completion rules
  • All units must be completed