Preview

Lesson Plan in Volume of a Prism

Powerful Essays
Open Document
Open Document
1602 Words
Grammar
Grammar
Plagiarism
Plagiarism
Writing
Writing
Score
Score
Lesson Plan in Volume of a Prism
LESSON PLAN IN
MATHEMATICS

I. Objectives: At the end of the lesson, the students are expected to: a. Find the volume of a prism b. Solve problems involving finding the volume of a prism
II. Subject Matter: Topic: Volume of a Prism Reference: Math Essential Geometry for 3rd year Materials: Presentation Prerequisite concepts/ Skills: Volume of Prism Process skills to be emphasized: Logical Thinking

III. Procedure: Teacher’s Activity | Pupil’s Activity | A. Preliminary Activities 1. Drill Answer orally. 1. 23 2. 53 3. 73 4. 92 5. 112 2. Review Tell whether the following is a prism or not. Write Prism if it is a prism and write the kind if it is not. Try these on a ¼ sheet of paper. 1. 2. 3. 4. 5. 3. Checking of AssignmentB. Lesson Proper 1. Motivation Answer orally. 1. What kind of tree does a math teacher climb? 2. What do you have to know to get top grades in geometry? 3. What do your eyes do when you see a tough geometry problem? 4. Which triangles are the coldest? 5. What's the best dessert in the Math Teacher's Café? 2. Presentation A square gift box with a height of 5 cm. If you were to fill the box with confetti, what is the maximum amount of confetti (in cubic centimeter) you could use? How can we get the amount of confetti that can be filled in the box? Very Good!! We must get the volume of the cube by means of using the formula V=s3, where V is volume and s is the side of a cube. Again, what is the measure of the cube? Correct! Since you are given 5 centimeter as the side of a cube, multiply 5 by itself three times. What is the volume of the cube? That’s right! Using the formula in getting the volume of a cube V= s3, we will come up with an answer of 125.

You May Also Find These Documents Helpful

  • Good Essays

    5. What is the side length of a rectangular prism with a volume of 144 m3, a width of 2 m, and a height of 6 m? V= 144 m3 W= 2 m H= 6 m V=LxWxH 144= Lx2x6 144=12 144/12 = 12/12 12 m= L…

    • 328 Words
    • 2 Pages
    Good Essays
  • Good Essays

    (a) The outside surface area given by the six sides of the cube (b) The volume of the cube (2x + 1)( 2x + 1)( 2x + 1) L * W * H a) 6 * 2x+1* 2x+1 b) (2x+1)(2x+1)(2x+1)= (2x+1)(2x+1) 8x^3+8x^2+2x+4x^2+4x+1 Combine like terms 8x^3+12x^2+6x+1 5.5 46. (a) (x4y2)2 (-2 x2y-2)3 94.…

    • 446 Words
    • 2 Pages
    Good Essays
  • Good Essays

    Draw, construct, and describe geometrical figures and describe the relationships between them. Solve real-life and mathematical problems involving angle measure, area, surface area, and volume.…

    • 962 Words
    • 4 Pages
    Good Essays
  • Good Essays

    Foil Lab Questions

    • 706 Words
    • 3 Pages

    3. Determine the thickness of a rectangular piece of paper with an area of 45.3 cm2 and a volume of 7.7 X 10-3 cm3. (Hints: rewrite the formula for volume as length X width X thickness. Also, what is the formula for area?)…

    • 706 Words
    • 3 Pages
    Good Essays
  • Satisfactory Essays

    Biology Lab 4 and 5

    • 389 Words
    • 4 Pages

    3. For the three cubes shown below determine their surface area, volume, and surface area to volume ratio. Then circle the one you believe would be the most efficient and write a summary stating why. Cube 1.5 x 1.5…

    • 389 Words
    • 4 Pages
    Satisfactory Essays
  • Good Essays

    Sand density lab

    • 727 Words
    • 3 Pages

    III. A.)With a ruler of calipers calculate volumes of regular and irregular objects- fill in chart.…

    • 727 Words
    • 3 Pages
    Good Essays
  • Good Essays

    A rectangular box with a base 2 inches x 6 inches is 10 inches tall and holds 12 ounces of breakfast cereal. The manufacturer wants to use a new box with a bas 3 inches x 5 inches. How many inches tall should the new box be in order to hold exactly the same volume as the original box? (Note: the volume of a rectangular box may be calculated by multiplying the area of the base by the height of the box.)a)…

    • 555 Words
    • 3 Pages
    Good Essays
  • Satisfactory Essays

    EFT4 Task 5

    • 431 Words
    • 1 Page

    The concept of area is one that is difficult for some. In order to introduce the concept of surface area of a cube, they must first understand the difference between 2D and 3D objects. I will have objects that they see in everyday real life. I will bring in both an inflated and a picture of a beach ball as well as a few other examples. For a cube I will bring in a small box that forms a cube and a cut out of a cube. I will start by showing them the difference between the cubes. I will label each side of the 3D cube to demonstrate that the cube has six sides. I will clarify that all sides of a cube are equal. I will demonstrate this by measuring the box to solidify this concept for the students.…

    • 431 Words
    • 1 Page
    Satisfactory Essays
  • Powerful Essays

    Glt2 Task 3

    • 822 Words
    • 4 Pages

    I would then explain to the students that if the sides are equal, the measurements from one side can be applied to the other equal sides. I would then explain that the surface area of a cube is made up of the resulting areas of the 6 faces within the cube. After explaining this concept I would tell students that to find the area of only one of the six faces…

    • 822 Words
    • 4 Pages
    Powerful Essays
  • Satisfactory Essays

    Poop

    • 269 Words
    • 2 Pages

    Mathematics Objectives 1. Solve problems involving linear functions. 2. Develop algebraic expressions based on word problems, including those that require the use of parentheses, and evaluate the algebraic expression. 3. Recognize and create equivalent algebraic expressions (e.g., 2(a+3) = 2a+6). 4. Solve systems of linear equations and inequalities (i.e., equations with no quadratic or higher terms) in two or three variables both graphically and algebraically. 5. Apply algebraic techniques to solve a variety of problems (e.g., rate problems, work problems, geometrical problems). 6. Classify (as quadrilaterals, planar, solid, three-sided, etc.) familiar plane and solid objects (e.g., squares, rectangles, cubes, circles, spheres, rhombuses, trapezoids). 7. Define the concepts of length, area, perimeter, parallelism, circumference, volume, and surface area and calculate these when appropriate. 8. Identify the properties of angles in basic geometric figures. 9. Construct formal, logical arguments, proofs, and constructions. 10. Determine how changes in dimensions affect the perimeter, area, and volume of common geometric figures and solids. 11. State the Pythagorean Theorem and its converse. 12. Solve problems using the Pythagorean Theorem and its converse, and the properties of complementary, supplementary, vertical, and exterior angles. 13. Define the properties of complementary, supplementary, vertical, and exterior angles. 14. Compute the mean, median, mode, and range of a collection of data. 15. Identify potential sources and effects of bias in a given statistical analysis. 16. Calculate probabilities using complementary, mutually exclusive, dependent, and independent events. 17. Construct logical arguments and proofs based on the congruence, similarity, or lack thereof, of two figures. 18. Compute simple combinations and permutations using fundamental counting principles.…

    • 269 Words
    • 2 Pages
    Satisfactory Essays
  • Good Essays

    Society's Perfect Satire

    • 389 Words
    • 2 Pages

    But that is the dance of the birds, that is not how we should be.…

    • 389 Words
    • 2 Pages
    Good Essays
  • Good Essays

    Surface Area of a Cube

    • 761 Words
    • 4 Pages

    For a fifth or sixth grade class to understand the concept surface area in relation to a cube they need to understand what a cube is first. They will learn that a cube is a special type of rectangular solid. The length, width, and height of a cube are exactly the same. After explaining what a cube is they will need to understand what it means to find the surface area. The surface area is not the same as finding the volume of a cube. The surface area is the area on the outside of a three-dimensional shape, like the cube. The surface area of a cube is six times the surface area of one side of the cube. There are six sides to one cube, after learning this about a cube the appropriate formula to find the surface area is:…

    • 761 Words
    • 4 Pages
    Good Essays
  • Good Essays

    Open Box Case Study

    • 1254 Words
    • 6 Pages

    1. Suppose that an open box is to be made from a square sheet of cardboard by cutting out 6-inch squares from each corner as shown and then folding along the dotted lines. If the box is to have a volume of 486 cubic inches, find the original dimensions of the sheet of cardboard.…

    • 1254 Words
    • 6 Pages
    Good Essays
  • Satisfactory Essays

    Cook Topic Proposal

    • 439 Words
    • 2 Pages

    Not only are these important questions for math teachers to know how to answer, but they are questions that should not be unanswered to students. If it is left with no answer then students will continue to dislike math thinking it is irrelevant to their lives. This paper will be directed to students, but also teachers who are looking for ways to better answer these questions. Math allows students to train their brains for what is to come in the real world. It is our job as teachers to not just show them problems to solve, but help them understand these problems.…

    • 439 Words
    • 2 Pages
    Satisfactory Essays
  • Powerful Essays

    English Grade 6 Lesson 1

    • 793 Words
    • 6 Pages

    1. When the word pronounced is a noun clap one, when the word pronunce is a verb clap twice.…

    • 793 Words
    • 6 Pages
    Powerful Essays

Related Topics