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Maria Watson

Math-Number & Operations Base Ten - 1 views

    • Maria Watson
       
      MA.1.1.3 2000 Identify the number of tens and ones in numbers less than 100. MA.1.1.4 2000 Name the number that is one more than or one less than any number up to 100. MA.2.1.3 2000 Identify numbers up to 100 in various combinations of tens and ones. MA.2.1.4 2000 Name the number that is ten more or ten less than any number 10 through 90. Extension: Teacher can incorporate base 10 into calender time.  The teacher can represent the date with the correct amount of base 10 unifix cubes and the correct amount of single cubes  Adaption: Students that struggle with drawing 10 blocks can use unifix cubes to represent a set of 10 
Maria Watson

BaseTen - 1 views

    • Maria Watson
       
      MA.1.1.2 2000 Count and group objects in ones and tens. Extension: Students can use glued sugar cubes for base 10 and single units to show various numbers given by the teacher during an individual activity.  The teacher gives the students a number to make, and students make the number using the sugar cubes as the teacher checks for understanding.  Adaptations: Students who are struggling to understand 1:1 corespondent in numbers can build their own base 10 out of unifix cubes to see that 10 single unit unifix cubes= 1 base 10 block of cubes.  This will help them understand how many cubes it actually takes to make the number given by the teacher. 
Maria Watson

BrainPOP Jr. | Adding with Regrouping | Lesson Ideas - 1 views

    • Maria Watson
       
      MA.2.1.12 2000 Represent compare, and interpret data using tables, tally charts, and bar graphs  MA.2.2.2 2000  Add two whole numbers less than 100 with and without regrouping  MA.3.1.1 2000  Count, read, and write whole numbers up to 1,000 Extension: The following week, students can use the board and unifix cubes for regrouping when subtracting numbers under 100 or 1000 depending on the grade level.  Adaption: Students who have trouble engaging the activity, can perform the same task through a computer program.  This may hold the students attention longer and allow them to focus because they are working indivdually and away from a group (for those that get distracted by others easily) and the students other senses (sound, and touch)  are engaged when on the computer allowing for more opportunities to understand and engage in the lesson.
Andrew Todd

Math Tub Fun - 1 views

    • Andrew Todd
       
      CCSS.Math.Content.1.MD.A.2 Express the length of an object as a whole number of length units, by laying multiple copies of a shorter object (the length unit) end to end; understand that the length measurement of an object is the number of same-size length units that span it with no gaps or overlaps.
    • Andrew Todd
       
      This activity is great for all learners because it takes an abstract concept like mass (weight) and provides a visual for students to think about, in terms of 1 crayon equals 2 erasers in mass, or 2 crayons equal 1 pencil in length). It provides opportunities for ELL and low English speaking students to work with measurement on terms they are familiar with. It could be extended by switching to standard units of measurement such as inches, centimeters, or grams.
    • Andrew Todd
       
      CCSS.Math.Content.3.MD.A.2 Measure and estimate liquid volumes and masses of objects using standard units of grams (g), kilograms (kg), and liters (l).1 Add, subtract, multiply, or divide to solve one-step word problems involving masses or volumes that are given in the same units, e.g., by using drawings (such as a beaker with a measurement scale) to represent the problem.
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    Student practice estimating weight and measurement. Students learn to compare different objects and record their weights based on ratios. For example, I crayon euqals 2 erasers (in terms of weight) or 2 crayons equals 1 colored pencil in terms of length.
Andrew Todd

Official Rules of Farkle - 1 views

    • Andrew Todd
       
      CCSS.Math.Content.4.NBT.B.4 Fluently add and subtract multi-digit whole numbers using the standard algorithm.
    • Andrew Todd
       
      This game enforces fluency of adding and subtracting multi-digit numbers. It could be extended to the teaching of probablity, as every turn runs the risk of not rolling a 5 or a 1 (to continue playing) and requires players to regularly assess the chances of rolling a specific combination. This game gives ELL students and lower English speaking students lots of practice talking large math problems out in their heads as they keep track of each other's scores.
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    Players roll dice one at a time and attempt to reach 10,000 points. Game works on mental math, probability, and representation of values based on abstract dice combinations
Andrew Todd

Explore Genetics by Finding Family Traits! | Activity | Education.com - 1 views

    • Andrew Todd
       
      4.NS.3 - Observe, describe and ask questions about structures of organisms and how they affect their growth and survival
    • Andrew Todd
       
      Adaptations - If large number of students will not be able to reach extended family to complete the chart, class could conduct a study to see how many share traits with immediate family.
    • Andrew Todd
       
      Extensions - Students with access to relatives information could try going back as far as they could, creating a "family tree of genes".
    • Andrew Todd
       
      For advanced students, Punnit Squares could be introduced and students could find out which traits or dominant and which traits are recessive based on their position in the Punnit Square.
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    This activity allows students to interview their parents and relatives as they fill in a chart with different physical characteristic traits. Students observe how some physical characteristic traits are passed down from relatives through genes.
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