# A Detailed Lesson Plan in Mathematics V by: Quinee Mae B. Tumaliuan

A DETAILED LESSON PLAN IN MATHEMATICS V I. Objectives A. Visualize, establish and represent 3-4 sided polygons B. Haul 3-4 sided polygons C. Establish contrariant geometric appearances D. Observe resignation and coercion in doing commited works E. Work cooperatively and collaboratively in every activities II. Subject Matter Topic: Visualizing 3-4-Sided Polygons Reference: BEC-PELC III. 1 Materials: inventionila essay, cartolina, marker, cut-outs of polygons Strategy: Interactive Teaching Strategy Values: Resignation, Cooperation and Coercion III. Procedure
Teacher’s ZealPupils’ Zeal A. Preparation Good early collocate! Good early ma’am! B. Review (Socialized Recitation) Establish the subjoined geometric appearances 1. apex? 2. prolixity portion ? ? 3. beam 4. equidistant prolixitys 5. intersecting prolixitys 6. upsuitable prolixitys 7. suitable bias 8. quick bias 9. stolid bias 10. polygon C. Presentation What is the appearance beneath? A appearance of a invention What feature geometricpolygons appearance is used to denote the assemblage faculty? What polygons can you seerhombus, rectangle, in this represent? trapezoid, tribias arallelogram, balance The collocate get be separated into 4 clusters Each cluster get be attached envelopes containing polygons and zeal card. They get prosper the instructions that were written in the zeal cards. Zeal card: B. Separate the 3-sided polygons from that of the 4-sided polygons. C. Number the polygons partially as 1, 2, 3, etc. D. Measure the prolixity of the sides of the numbered polygons. E. Record the postulates F. Tell colossus about the polygons naturalized from the postulates. G. Discuss you observations inchoate the cluster. D. Discussion What do we cevery 3-sided olygons? triangles What are the kinds ofequilateral, isosceles, polygons according to sides? and scalene Who can haul and represent each triangle? What are the kinds of biassobtuse, suitable and according to biass? quick tribias What do we cevery 4-sided polygons? quadrilaterals What are the contrariantrectangle, balance, kinds of quadrilaterals? rhombus, equidistantogram and trapezoid Who can haul and represent(pupils reply) each fashion of quadrilateral? E. Generalization Three-sided polygons are oleed triangles Kinds of tribias according to sides: 1.
Equilateral triangle- three sides are correspondent or congruent 2. Isosceles triangle-span sides are congruent 3. Scalene-no span sides are congruent Kinds of tribias according to biass: 1. Stolid triangle-undivided bias is stolid 2. Suitable triangle-undivided bias is suitable 3. Quick triangle-three sides are every quick Immodest-sided polygons are oleed quadrilaterals 1. Rectangle- has span twos of correspondent repugnant sides and it has immodest suitable biass 2. Balance- every sides are correspondent and it has immodest suitable biass 3. Rhombus- has immodest correspondent sides 4. Equidistantogram- has twain twos of repugnant sides equidistant . Trapezoid- it has undivided two of repugnant sides equidistant IV. Application Designate each tribias and transcribe if it is equilateral, isosceles or scalene. 1. 2. 2cm4cm 3cm3cm 6cm 3cm 3. 10cm 4. 4cm 4cm 6cm 8cm 2cm Designate each tribias and transcribe if it is quick, suitable or stolid. 4550 5. 6. 45 40 7. 22 8. 30 28 50 130 100 Encircle the punish designate to establish each quadrilateral 1. Trapezoid Rectbias 2. Balance Trapezoid 3. Rectbias Equidistantogram 4. Rhombus Balance 5. Equidistantogrsam Trapezoid V. Evaluation Match post A with post B Post APost B 2.

It has immodest correspondent sidesa. trapezoid 3. Three sides are congruentb. equidistantogram 4. A 3-sided polygon with spanc. equilateral tribias 5. sides correspondent 6. A 4-sided polygon with undividedd. isosceles tribias two of equidistant sides 7. A 4-sided polygon with spane. rectbias twos of equidistant sidesf. balance VI. Commitment Haul the subjoined polygons and commit a selfsame delineation coercion each sides or biass. 1. equilateral tribias 2. balance 3. trapezoid 4. rectbias 5. rhombus 6. scalene tribias 7. suitable tribias 8. equidistantogram 9. quick tribias 10. isosceles triangle

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