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Dalawang uri ng sulatin and Volumn of Rectangular Prism

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God Father Learning Center of Pagudpud
God Father Learning Center of Pagudpud

This power point presentation is combination of two subjects (Filipino and math). This presentation were used during my practice teaching. Hope it can help you.

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Dalawang Uri ng Sulatin (Pormal at Di- Pormal)
Dalawang Uri ng Sulatin â–ªPormal â–ª Ang paksa ay may kalaliman â–ª Ang mga salita ay pinipili at masining ang pagpapahayag â–ªDi-pormal â–ª ang paksa ay personal, magaan at payak. â–ª Madalas at hindi gaanong malalim ang mga salitang ginamit â–ª Parang nakikipag-usap lamang sa bumabasa ang paraan ng paglalahad
Mga isinasaalang- alang sa paggawa ng isang sulating pormal. 1. Paggamit ng salitang nasa ikatlong panauhan. Iniiwasan ang paggamit ng ako at ikaw upang hini lumabas na personal ang sulatin 2. Pag-iwas sa paggamit ng pagdadaglat at pinaikling salita- isinusulat nang buo ang mga salita. Halimbawa: bala’t matanda bata at matanda n. u. ng umaga blg. Bilang 3. Pag-iiwas sa paggamit ng mga salitang palasak Halimbawa: Datung pera wis ko type hindi ko gusto alaws wala
Tandaan: sa pagsulat ng anumang sulatin, kailangan isaalang-alang ang mga sumusunod: 1. Kaalaman sa paksa 2.Organisasyon o pagkakaugnay-ugnay ng mga ilalahad na ideya 3. Magandang simula at wakas 4.Kaisahan ng mga ideya 5. Wastong gamit ng mga bantas
â–ªAno ang dalawang uri ng sulatin?
Add a ºÝºÝߣ Title - 2 Bumuo ng sulating DI-PORMAL batay sa paksang ‘Sa Aming Paaralan’
Add a ºÝºÝߣ Title - 3 Bumuo ng sulating PORMAL batay sa paksang ‘Ang Pagtatapos- Isang Hakbang’
Volume of Rectangular Prism
Solving for areas of plane figures 10 cm
Solving for areas of plane figures 6 dm
Solving for areas of plane figures Solving for areas of plane figures 5 dm 10 dm 6 dm
Solving for areas of plane figures 8 dm 20 dm
Solving for areas of plane figures 7 m 15 m
Review
11 cm Solution: A= a2 = 11 cm x 11 cm = 121 sq. cm
6 dm 12 dm Solution: A= ½ bxh = ½ 12 dm x 6cm = 36 sq. dm
7 cm 13 cm Solution: A= bxh = 13 cm x 7 cm = 91 sq. cm
5 cm 15 cm Solution: A= lxw = 5cm x 15 cm = 75 sq. cm
4 cm 9 cm 15 cm Solution: A= ½ (a+b)h = ½ (15cm + 9cm) 4cm = ½ (24 cm) (4cm) = ½ (96 sq.cm) = 48 sq. cm
A rubik’s cube is 3x3x3 cube that can be manipulated so that each face of cube will have the same design • How many small cubes does the Rubik's cube have? • voulume of Rubik’s cube
What kind of solid figure is this?
• How many many small cubes are there in the rectangular prism? • How can we find the number of small cubes without counting them?
• How many small cubes in the rectangular prism?
• When we get the total number of cubes that the rectangular prism has we will get the volume • What kind of polygon is the base of the solid figure? • What are the dimensions?
• Can you give the volume of the rectangular prism by first using the dimensions? (length, width, height) how? • What is the formula in finding the volume of rectangular prism? • When we multiply the length and the width we get the area of the base • The formula of rectangular prism when area of the base is given is V= Bh
What are the two formulas in finding the rectangular prism?
Let’s try this!(by pairs)
How many small cubes are there ? 54 small cubes
12 small cubes
48 small cubes
Find each missing number? A. l = 3.5m B. l= 9 dm C. V= 375 cu. m D.V= 1232 cm3 w = 3.3m w= 8.6 dm l= 31m l = 11cm h = 4 m h= 5 dm w = ____ w= 8cm V= ____ V= ______ h= 3m h= _____46.2 cu. m 387 cu. dm 4 m 14 m
How do you solve for the volume of rectangular prism? What are the two formulas in finding the volume of rectangular prism?
Try this!!!
1.A Sewing box is 12 cm by 9 cm by 6 cm. what is its volume? 1.How many cubic meters of soil has to be removed for the foundations of a building 52 m long and 35 m wide if the hole is to be 1.5 m deep? 432 cubic centimeter 2,730 cubic meters of soil
Solve it!
Length 15cm 8.2 dm 5 ½ m 2.3 m Width 9 cm 4.7 dm 2 ¼ m 6 m Height 7 cm 2.6 dm 4 ¾ m 9 m 2.6 m Volume 756 m 3 17. 94 m3 Assignment: Complete the table

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Dalawang uri ng sulatin and Volumn of Rectangular Prism

  • 1. Dalawang Uri ng Sulatin (Pormal at Di- Pormal)
  • 2. Dalawang Uri ng Sulatin â–ªPormal â–ª Ang paksa ay may kalaliman â–ª Ang mga salita ay pinipili at masining ang pagpapahayag â–ªDi-pormal â–ª ang paksa ay personal, magaan at payak. â–ª Madalas at hindi gaanong malalim ang mga salitang ginamit â–ª Parang nakikipag-usap lamang sa bumabasa ang paraan ng paglalahad
  • 3. Mga isinasaalang- alang sa paggawa ng isang sulating pormal. 1. Paggamit ng salitang nasa ikatlong panauhan. Iniiwasan ang paggamit ng ako at ikaw upang hini lumabas na personal ang sulatin 2. Pag-iwas sa paggamit ng pagdadaglat at pinaikling salita- isinusulat nang buo ang mga salita. Halimbawa: bala’t matanda bata at matanda n. u. ng umaga blg. Bilang 3. Pag-iiwas sa paggamit ng mga salitang palasak Halimbawa: Datung pera wis ko type hindi ko gusto alaws wala
  • 4. Tandaan: sa pagsulat ng anumang sulatin, kailangan isaalang-alang ang mga sumusunod: 1. Kaalaman sa paksa 2.Organisasyon o pagkakaugnay-ugnay ng mga ilalahad na ideya 3. Magandang simula at wakas 4.Kaisahan ng mga ideya 5. Wastong gamit ng mga bantas
  • 5. â–ªAno ang dalawang uri ng sulatin?
  • 6. Add a ºÝºÝߣ Title - 2 Bumuo ng sulating DI-PORMAL batay sa paksang ‘Sa Aming Paaralan’
  • 7. Add a ºÝºÝߣ Title - 3 Bumuo ng sulating PORMAL batay sa paksang ‘Ang Pagtatapos- Isang Hakbang’
  • 9. Solving for areas of plane figures 10 cm
  • 10. Solving for areas of plane figures 6 dm
  • 11. Solving for areas of plane figures Solving for areas of plane figures 5 dm 10 dm 6 dm
  • 12. Solving for areas of plane figures 8 dm 20 dm
  • 13. Solving for areas of plane figures 7 m 15 m
  • 15. 11 cm Solution: A= a2 = 11 cm x 11 cm = 121 sq. cm
  • 16. 6 dm 12 dm Solution: A= ½ bxh = ½ 12 dm x 6cm = 36 sq. dm
  • 17. 7 cm 13 cm Solution: A= bxh = 13 cm x 7 cm = 91 sq. cm
  • 18. 5 cm 15 cm Solution: A= lxw = 5cm x 15 cm = 75 sq. cm
  • 19. 4 cm 9 cm 15 cm Solution: A= ½ (a+b)h = ½ (15cm + 9cm) 4cm = ½ (24 cm) (4cm) = ½ (96 sq.cm) = 48 sq. cm
  • 20. A rubik’s cube is 3x3x3 cube that can be manipulated so that each face of cube will have the same design • How many small cubes does the Rubik's cube have? • voulume of Rubik’s cube
  • 21. What kind of solid figure is this?
  • 22. • How many many small cubes are there in the rectangular prism? • How can we find the number of small cubes without counting them?
  • 23. • How many small cubes in the rectangular prism?
  • 24. • When we get the total number of cubes that the rectangular prism has we will get the volume • What kind of polygon is the base of the solid figure? • What are the dimensions?
  • 25. • Can you give the volume of the rectangular prism by first using the dimensions? (length, width, height) how? • What is the formula in finding the volume of rectangular prism? • When we multiply the length and the width we get the area of the base • The formula of rectangular prism when area of the base is given is V= Bh
  • 26. What are the two formulas in finding the rectangular prism?
  • 28. How many small cubes are there ? 54 small cubes
  • 31. Find each missing number? A. l = 3.5m B. l= 9 dm C. V= 375 cu. m D.V= 1232 cm3 w = 3.3m w= 8.6 dm l= 31m l = 11cm h = 4 m h= 5 dm w = ____ w= 8cm V= ____ V= ______ h= 3m h= _____46.2 cu. m 387 cu. dm 4 m 14 m
  • 32. How do you solve for the volume of rectangular prism? What are the two formulas in finding the volume of rectangular prism?
  • 34. 1.A Sewing box is 12 cm by 9 cm by 6 cm. what is its volume? 1.How many cubic meters of soil has to be removed for the foundations of a building 52 m long and 35 m wide if the hole is to be 1.5 m deep? 432 cubic centimeter 2,730 cubic meters of soil
  • 36. Length 15cm 8.2 dm 5 ½ m 2.3 m Width 9 cm 4.7 dm 2 ¼ m 6 m Height 7 cm 2.6 dm 4 ¾ m 9 m 2.6 m Volume 756 m 3 17. 94 m3 Assignment: Complete the table