9 results for "felt board"

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3rd Grade - 5th Grade

Objectives Reading: Literature Reading and comprehending grade-appropriate literature, including stories, dramas, and poetry Writing Writing an acrostic poem Materials Needed Animal Acrostics by David Hummon or Autumn: An Alphabet Acrostic by Steven Schnur My Winter Acrostic template Winter Acrostic Organizer template Dark-blue construction paper - 9" x 12" Crayons or colored pencils Pencil Chalk or write & wipe marker Chalkboard or write & wipe board Introduction Hold up the book Animal Acrostics by David Hummon or Autumn: An Alphabet Acrostic by Steven Schnur. Then explain that the first letter of each line in an acrostic poem spells out a “topic” word that ties all the lines of the poem together. (It’s helpful to demonstrate the concept on a chalkboard or write & wipe board.) Read a few examples from the book and show students how acrostic poems are arranged on a page. (You may want to reproduce one on the board or a large poster so students can refer to it throughout the lesson.)

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Racing for Fractions

3rd Grade

Objectives CCSS Math: Number & Operations—Fractions 3.NF.A.2: Understand a fraction as a number on the number line; represent fractions on a number line diagram. 3.NF.A.3.C: Express whole numbers as fractions, and recognize fractions that are equivalent to whole numbers. Examples: Express 3 in the form 3 = 3/1; recognize that 6/1 = 6; locate 4/4 and 1 at the same point of a number line diagram. Materials Needed Whiteboard or chart paper Racing for Fractions worksheet and answer key Introduction Write the following story on the board or chart paper, or tell it aloud: Three friends were running a race. Jack ran 1/3 of a mile, Sue ran 1/2 of a mile and Tam ran 1/4 of a mile. Who ran the farthest?

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Multiplication Mania

3rd Grade

Objectives Students will find the product of a single-digit number and a double-digit number. Students will understand how rearranging the numerals affects the product of a single-digit number and a double-digit number. Materials Needed Baseball number cards template Multiplication Mania reproducible Scissors Introduction Write the problems 23 x 9 and 93 x 2 on the board. Ask students, “Do you notice anything similar about these two problems? Yes, they both use the same numerals but in different places.” Invite students to make a guess as to which product will be greater. Give them time to find the answers (23 x 9 = 207 and 93 x 2 = 186). Then ask students if they can think of different ways to arrange the three numerals so that the product would be greater than 207 or less than 186. Invite students to use a pencil and paper to work out some possible problems and their answers (such as 39 x 2 = 78, 29 x 3 = 87, 92 x 3 = 276 and 32 x 9 = 288).

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Jelly Bean Fractions

3rd Grade

Objective Students will recognize and name fractions. Materials Needed Jar of jelly beans (four pink and four green) Jelly Bean Fractions reproducible Jelly beans template Scissors Glue Crayons Introduction Set out a glass jar with eight jelly beans—four pink and four green. Pull out three pink ones and one green one, and ask, “Out of these four jelly beans, how many are pink? That’s right—three.” Then explain, “To express this in the form of a fraction, we would write three-fourths.” Write 3/4 on the board. Point to each number as you reinforce what it means, saying, “The fraction three-fourths shows that three out of the four jelly beans are pink.” Ask, “Can anyone tell me how many of these four jelly beans are green? That’s right—one.” Then ask, “How do you think we could express that in the form of a fraction?” Invite volunteers to offer answers until someone explains that one-fourth shows that one out of the four jelly beans is green.

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Equivalent Fraction Activities

3rd Grade

Objectives Number & Operations - Fractions Understanding fractions as equivalent if they are the same size or same point on a number line Recognizing and generating equivalent fractions, and explaining why the fractions are equivalent using a visual model Materials Needed Whiteboard Fraction pizzas reproducibles Fraction bars reproducible Crayons Chart paper “Fraction Contraption” game mats “Fraction Contraption” game pieces Spinner template Pencils Paper clips Scissors Tape Introduction On the board, write: 5 dimes are equivalent to 2 quarters. 3 + 5 is equivalent to 5 + 3. 1/2 is equivalent to 50%. Read the sentences aloud. Then ask students to discuss what they think the term “equivalent” means.

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Candy Coordinate Graphs

3rd Grade

Objectives Students will form an ordered pair using two numbers. Students will use ordered pairs to locate points on a graph. Materials Needed Candy Coordinate Graph reproducible Dice (one pair per student) Mini candy bars Small candy pieces (such as candy corn or candy-coated chocolate) Tape Preparation: Draw a large version of the Candy Coordinate Graph reproducible on posterboard or the whiteboard. Use tape to attach mini candy bars to various points on the graph. Introduction Discuss with students that grids and graphs have a variety of uses in architecture, geography, and geometry. Explain that coordinates are used to indicate where a certain object or place is located on a graph. Draw a simple coordinate graph on the board and write the ordered pair (1, 4). Then demonstrate how to plot that point on the grid.

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Elapsed Time

3rd Grade - 4th Grade

Objectives CCSS Math: Measurement & Data 3.MD.A.1: Tell and write time to the nearest minute and measure time intervals in minutes. Solve word problems involving addition and subtraction of time intervals in minutes, e.g., by representing the problem on a number line diagram. 4.MD.A.2: Use the four operations to solve word problems involving distances, intervals of time, liquid volumes, masses of objects, and money, including problems involving simple fractions or decimals, and problems that require expressing measurements given in a larger unit in terms of a smaller unit. Represent measurement quantities using diagrams such as number line diagrams that feature a measurement scale. Materials Needed Lakeshore Magnetic Teaching Clock Lakeshore Student Clocks - Set of 12 “Elapsed Time Word Problems” activity page Elapsed time worksheet Introduction Ask a student what time school starts. Write this time on the board under the heading “Start Time.” Then ask another student what time school ends. Write this time next to the start time under the heading “End Time.” Ask, “From the time school starts to the time it ends, how much time elapses, or passes?” (Invite students to respond and explain their reasoning and calculations.) Hold up the teaching clock and demonstrate how to set the clock at the start time and count the hours and minutes until the end time. (Hint: Move the hour hand first and have students count the hours aloud with you. Then move the minute hand and have them count the minutes.) Explain to students that you are going to teach them some strategies to help them calculate elapsed time.

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Autumn Tree Sentence Building

3rd Grade - 4th Grade

Objectives Students will identify the subject and predicate of a sentence. Students will pair subjects with predicates to form sentences. Materials Needed Sentence parts reproducible Construction Paper - 9" x 12" or Fadeless Paper Rolls (brown, red, yellow and orange) Sentence strip Paper Pencils Preparation: Twist brown construction paper and staple it to a bulletin board to make a tree trunk and branches. Attach construction-paper leaves in red, yellow and orange to complete the autumn tree. Label the trunk “Subject” and the branches “Predicate.” Introduction Introduce the concept of subjects and predicates. Explain that the subject of the sentence tells who or what the sentence is about. The predicate of the sentence tells what happens. Write an example sentence on the sentence strip and hold it up for the class to see. For example, you could write, “The hungry horse ate all the hay in the barn.” Ask students, “Which part of this sentence is the subject? Who or what is the sentence about?” (The subject is the hungry horse.) Then ask, “Which part is the predicate? What did the horse do in the sentence?” (He ate all the hay in the barn.) Cut the sentence strip in two between the subject and predicate. Place the subject on the tree trunk and attach the predicate to one of the branches.

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Multistep Word Problems

3rd Grade

Objectives CCSS Math: Operations & Algebraic Thinking 3.OA.D.8: Solve two-step word problems using the four operations. Represent these problems using equations with a letter standing for the unknown quantity. Assess the reasonableness of answers using mental computation and estimation strategies including rounding. 4.OA.A.3: Solve multistep word problems posed with whole numbers and having whole-number answers using the four operations, including problems in which remainders must be interpreted. Represent these problems using equations with a letter standing for the unknown quantity. Assess the reasonableness of answers using mental computation and estimation strategies including rounding. Materials Needed Cardboard box or posterboard, cut into an outline of a bus (optional) Whiteboard or chart paper Tim’s Yard Work flyer Neighborhood Jobs reproducible Neighborhood Jobs Answer Key Preparation Print out a copy of the Tim’s Yard Work flyer and the Neighborhood Jobs reproducible for each student in your class. (You can also display the flyer on a document camera.) Introduction Instruct students to listen very carefully to the following story problem: Mr. Smith is driving a bus. At first, the bus has no passengers. At the first stop, 10 passengers get onto the bus. At the second stop, 2 passengers get off the bus. Then 4 passengers board the bus. At the third stop, half the passengers get off the bus. Pause for a few seconds. Then ask, “Now...what is the name of the bus driver?” Most students will likely react with surprise at this question, but a few will remember that you stated who was driving the bus at the beginning of the story problem. Affirm that the name of the bus driver is Mr. Smith. Ask students to raise their hands if they were calculating the number of passengers getting on and off the bus. Explain that, although this story problem was a riddle with a surprising twist at the end, those with their hands raised were actually calculating a multistep math problem that involved addition, subtraction and even division. Point out that this exercise is also a good example of why it is helpful to read the whole problem first in order to find out what information is needed to answer the question.

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9 results for "felt board"