HORIZONTAL AND VERTICAL ASYMPTOTES OF RATIONAL FUNCTIONS | SHS GENERAL MATHEMATICS GRADE 11

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This video tackles the second lesson in the third topic about zeroes and y-intercepts of rational functions. The main objectives are (a) differentiate horizontal and vertical asymptotes, and (b) determine the horizontal and vertical asymptotes of rational functions.

This video provides 2 examples with answer and explanations. This includes a 10-item assessment to check your understanding of the lesson.

Answer Key for the Activity:

This is based on the MELC of the Department of Education for General Mathematics.

For more videos about General Mathematics:
MODULE 1 LESSON 1: FUNCTIONS
MODULE 1 LESSON 2: EVALUATING FUNCTIONS
MODULE 1 LESSON 3.1: ADDITION OF FUNCTIONS
MODULE 1 LESSON 3.2: SUBTRACTION OF FUNCTIONS
MODULE 1 LESSON 3.3: MULTIPLICATION OF FUNCTIONS
MODULE 1 LESSON 3.4: DIVISION OF FUNCTIONS
MODULE 1 LESSON 3.5: COMPOSITION OF FUNCTIONS

TOPIC 2 LESSON 1: INTRODUCTION TO RATIONAL FUNCTIONS
TOPIC 2 LESSON 2: RATIONAL FUNCTIONS, RATIONAL EQUATIONS AND RATIONAL INEQUALITIES
TOPIC 2 LESSON 3 PART 1: SOLVING RATIONAL EQUATIONS
TOPIC 2 LESSON 3 PART II: SOLVING RATIONAL INEQUALITIES

TOPIC 3 LESSON 1: ZEROES AND Y-INTERCEPTS OF RATIONAL FUNCTIONS

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Continue to provide presentations like this, Ma'am. I really loved how you deliver each lessons in general mathematics. I watched all your videos and it really helped me a lot to understand our lessons with ease.

sugarshush
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ma'am thankyouuuu, naintindihan ko na rin sa wakas HAHAHAHA

cjayestipezar
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Hello po! Hope you upload a video tutorial about Problem Solving involving Rational Functions, Equations and Inequalities.. ♥️

streamsvtsenglishsingledar
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thank you ma'am. how about one-to-one ma'am?

KrisnaAiSamanthaBoiser
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Thank you, Ma'am! You make my life easier.

ma.sophianechollemendez
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Thank you very much for this, Ma'am! 💖

kocinriciri
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Maam can you make a video about representation of rational function? I really appreciate if you would do, thank you po💗☺️

Danielabbbsss
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Sana may Problem solving na nito :<

fernandezjonnelyna.