Interestingly, some children find it difficult to think rationally because of the many inconsistencies in number word patterns.
Ø Number words one to ten are all monosyllables except seven. When counting objects, young children tend to count two objects when they say “sev-en” instead of one, because of the double syllables in the word.
Ø
When counting the
“teens,” they often omit thirteen and fifteen when
counting ‘teens’ because the prefix in these number name are based
on the ordinal numbers third and fifth, while the other numbers have the
cardinal number words in front of the teen (fourteen).
Ø
Also they over
generalize and put each number name in front of the teen such as threeteen and fiveteen.
Ideas for Instruction
v
Read number books
as a springboard for counting activities.
v
Count out loud
often with students.
v
Lead children in
singing counting songs and chanting counting rhymes.
v
Match the
strategy of counting out loud with concrete objects (like the number of
students)
v
Use a circle
counting game to help students with more difficult numbers. Arrange
students in a circle and designate a number such as twelve. Students
begin to count by ones, and the student who says twelve sits down. The
next student begins to count from on e again…
v
Have students
toss a pair of dice and “total” the two numbers, having them count on.
v
Expect your
students to count from a number other than one. For example, ask your
students to start counting from 6.
v
Ask your students
to count backward.
v
Help students
understand the one –one principle of counting by:
v
Letting them use
salad tongs to pick up each object as it is counted.
v
Letting them use
a stick to point to each object being counted.
v
Giving them an
egg carton or ice cube tray and having them place each object being counted in
the individual spaces.
v
Give students
“counting mats” that have a line drawn down the middle so that as each object
is counted they can slide it across the line to the other side.
v
After counting a
set of objects together, repeat the final number at the end of the count, so
they know how many are in all.
v
Use number –
logic riddles to prompt students to apply critical thinking to the counting
sequence.
v
Have students
count a set of objects in different ways to help them become more flexible in
thinking about part-whole relationships. For example, 52 can be shown as
52 singles, 5 tens and 2 singles, or 3 tens and 22 singles.
Home
Thinking Addition means "Join Together" and Subtraction means "Take Away"
Renaming and Regrouping when Adding and Subtracting Two - Digit Numbers
Misapplying Addition and Subtraction Strategies to Multiplication and Division
Multiplying Two - Digit Factors by Two - Digit Factor
Understanding the Division Algorithm
Understanding Fractions
Adding and Subtracting Fractions
Representing, Ordering and Adding/ Subtracting Decimals
Home
Thinking Addition means "Join Together" and Subtraction means "Take Away"
Renaming and Regrouping when Adding and Subtracting Two - Digit Numbers
Misapplying Addition and Subtraction Strategies to Multiplication and Division
Multiplying Two - Digit Factors by Two - Digit Factor
Understanding the Division Algorithm
Understanding Fractions
Adding and Subtracting Fractions
Representing, Ordering and Adding/ Subtracting Decimals
No comments:
Post a Comment