LESSON PLAN I. Objectives: At the end of the lesson, the students are expected to be able to: write expressions with rational exponents as radical and vice versa. II. Subject Matter Topic: Radicals Reference: Grade 9 Book; page 254 Materials: Chalk Board Marker Manila Paper III. Procedure A. Preliminary Prayer Attendance Review B. Lesson Proper 1.Activity Identify the words that are related to our new topic. GROUP1 Instruction: Inside the cross-word puzzle find 2 words which you think related to our new topic. R R A S G H J G F N H H A H F R Q Z U O J G I D L K P W T A X Z C S I G N J K Y F Z W R E C Y G E R G Q A X V N A F Y L R W Q S D F O L I P T H J K E G K S D O GROUP 2 Instruction: Inside the cross-word puzzle find 2 words which you think related to our new topic. E X P R E S S I O N A S R Y U K L O A N P O Q C V A F H D N M T Y U C O P L U Y J K N I M B N F R C X E D W S A Z X W E Q A U I O L H B T R R N Q M R T G H C S 2. Analysis a. What is radical? b. Determine the parts of radical. 3. Abstraction 𝑛 The symbol √𝑎 is called radical. A radical expression or radical is an expression 𝑛 containing the symbol √ called radical sign. In the symbol √𝑎 , n is called the index or order which indicates the degree of radical such as square root √ cube root ∛ and fourth root ∜ , 𝑎𝑚 is called a radicand which is a number of expression inside the radical symbol and m is the power of exponent of the radicand. If 𝑚 𝑛 𝑛 is a rational number and a is a positive real number, then I 𝑛 𝑛 𝑚 𝑎 𝑛 = √𝑎 = ( √𝑎) provided that √𝑎 is a real number. The form ( √𝑎) =𝑎𝑚/𝑛 is called a principal nth root of am. through this, we can write experessions with rational exponents as radicals. Examples; Examples; Write experessions with radicals as rational exponents. 4. Application 1. Evaluation A. Matching type. Choose the correct answer in each the following. 1. 𝑎4/5 2. (2𝑚𝑛)2/5 3. √6𝑥 4. 501/8 3 5. (√3𝑏) 6. (√21) 7. (3𝑚 𝑛)2/5 8. (𝑎 + 𝑏)4/5 9. 𝑝𝑚1/2 3 10. ( √5) IV. a. b. c. d. e. f. g. h. i. j. 217/2 (3𝑏)2/3 54/3 5 a√𝑏 3 √4𝑚 𝑛 8 √50 6𝑥 5/2 3 √9𝑚 𝑛 5 √(𝑎 + 𝑏) 5 √𝑎 Assignment In ½ sheet of paper, solve the following items. Part 1 Write each of the following in radical form. Express your answer in simplified form. 1. 3𝑐 2/3= 2. (3𝑛)3/5 = 3. 5𝑛2/3 = 3 4. (2𝑝 ) = 5. 𝑑2/3 = Part 2 Write each of the following in rational form: 4 1. √9𝑚= 2. √5= 3. √(5𝑎𝑏)= 4 4. √9𝑚= 5 27 5. √ = 64 Prepared by: Checked by: Glonie Joy B. Repulles Field Study Student Ellen Payapaya Resource Teacher GROUP1 Instruction: Inside the cross-word puzzle find 2 words which you think related to our new topic. R H J X F G R T R H G Z Z Q W H A A I C W A Q J S H D S R X S K G F L I E V D E H R K G C N F G J Q P N Y A O K G Z W J G F L S F U T K E Y I D N O A Y R L P O GROUP 2 Instruction: Inside the cross-word puzzle find 2 words which you think related to our new topic. E X P R E S S I O N A P S O R Q Y C U V K A L F O H A D N N M T J K Y N U I C O M B P N L F U R Y C X Q E A D U W S I O A L Z H X B W E T R R N Q M R T G H C S