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Kindergarten math

Kindergarten math is supposed to prepare kids for first grade math. Here is a list of objectives or goals your child should master during kindergarten:

  • To count by rote at least to 20, but preferably a little beyond.
  • The concepts of equality, more, and less
  • To count backwards from 10 to 0.
  • To recognize numbers
  • To be able to write numbers
  • To recognize basic shapes
  • to understand up, down, under, near, on the side, etc. (basic directions)
  • To have a very basic idea of addition and subtraction
  • It also helps to expose the student to two-digit numbers.

You may also get started with money, time, and measuring, though it's not absolutely necessary to master any of that. Keep it playful, and just have measuring cups, scales, clocks, and coins around, and answer questions.

During first grade, kids will learn addition and subtraction facts, two-digit numbers, some adding and subtracting with two-digit numbers, and some basics of measuring, time and money.


Counting

It all starts with COUNTING. Let children count all kinds of stuff they see during their play. Use simple counting games, such as

  • Have a deck of regular playing cards minus the picture cards. Each person draws a card. The one with a higher number wins all the cards played in that round. This can teach both number recognition and counting, because the child can count those little pictures (hearts, spades, clubs, or diamonds) on the card.
  • A variation of the one above: deal two cards to each person. The person with a higher TOTAL wins all the cards played in that round. Children will learn basic addition!
  • Use any board game. Have the markers advance as many steps as a die or dice show. The child will need to count the dots on the die or dice, and then count steps to move his marker.
  • Lay a bunch of dominoes face down on the table. A child picks one, you pick one. The person with a higher "dot-count" gets both dominoes.
  • Lay a bunch of dominoes face UP on the table. A child picks one and places it on the table to start the "train". The next person picks one so that its end matches one end of a domino already laid.
  • Play with marbles or blocks or similar objects. You take some objects, and ask the child to take for himself as many as you have AND ONE more. Then it's the child's turn to take some, and you need to take the same amount plus one more. Reverse the game later to do ONE LESS.

abacus 100-bead abacus - a MUST

One extremely helpful manipulative to buy is a basic 100-bead abacus (10 racks, 10 beads in each). This is the prime "toy" to teach numbers beyond ten. The best kind has each five beads in alternating colors (such as the AL Abacus used in RightStart Math), but others will do as well.

With such an abacus children will naturally learn their "tens and ones". I've written about the usage of abacus for learning place value here.

You can browse Amazon's abacus slection here. Some are pricier than others, but all have the same basic idea.


Number recognition

It helps to have concrete numbers (plastic or foam) the children can touch. Other than that, games are again an excellent way to reinforce learning.

  • Here's a simple game: Have a bunch of foam numbers and/or plastic magnetic numbers, and make a heap of them between you and the child. You pick one, hold it up high and call out loud its name, such as "Number five!" and put it to you personal pile.

    The child will then find the same number (make sure there are at least two of each number) and does the same, calling its name out loud and gathering the number to himself.

    Then you reverse it so that it is first the child's turn to pick any number from the pile, call out its name, and put it to his pile, and you have to find the same number. After all the numbers in the middle pile were gone, the task is to arrange the numbers you have in order.

  • Play all kids' favorite card game: UNO. That'll motivate children to learn to recognize numbers quickly.
     
  • DotMath for kids practices number recognition based on the dot patterns on a die. Several pages of the book are available online (as images).

Worksheets for shapes, matching, equivalence, more, and less

To recognize shapes and practice matching, you can either use ready-made worksheets or workbooks, or make some of your own.

If you make your own, you can just draw three circles on a page and then 2-5 triangles on a page, and ask the child to match each circle with a triangle by drawing a line from shape to shape. Vary the shapes and the amounts. Sometimes the amounts should be equal, sometimes not.

Another variation is to ask the child to draw. First make some sticks, circles, squares, or other shapes on a page, and encircle them. Make for the child a big "bubble" to draw in, and ask the child to draw either the same amount, one more, or one less.

Also have your child practice writing numbers on paper.

Math Made Easy Kindergarten workbook At Amazon, you can find basic kindergarten math workbooks. You don't really need anything too fancy to practice these concepts, so workbooks from many different publishers can work equally well.

For exmaple, Singapore Math's EarlyBird Kindergarten math is praised a lot.

Singapore Early Bird kindergarten A workbook

There are of course several fine websites that have free worksheets for kindergarten math, such as:



Math Mammoth 1st grade

My first grade curriculum (Math Mammoth LightBlue 1) is OK to start once a child knows:

* how to write numbers
* can count well at least to 10 and back but preferably a little more.
* has some idea about basic addition.

The Addition 1 book is the first book in math Mammoth Blue Series. It best suits 1st grade. The book deals with addition within the range 0-10, but also includes missing addend problems such as 3 + __ = 7, and word problems. Kindergartners or younger MAY get confused with the missing addend stuff, but most, if not all, of that book's lessons are accessible for kindergartners as well.

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Teaching Tips and Math Lessons menu

All grades

Teaching math
Is your curriculum coherent?
How to motivate & prevent math anxiety
Keeping math skills sharp in the summer
Setting up equations for word problems
Interview with an astronomer
ADD/ADHD and diet
Omega-3 fats & intelligence

Elementary

Using calculator in elementary grades?
Teaching word problems

Middle

Balance illustrates equation solving
Why are fractions so difficult?
Negative or zero exponents
Number to zero power is one - 2 proofs
How to teach proportions
How to teach integers
Hands-on with pi
Sine in a right triangle
Rational numbers & converting repeating decimals into fractions
Why study math? square roots? algebra?
Square roots without a calculator?

High School

Why high school geometry is difficult
Help with high school geometry
What is proof?
Two-column proof vs. paragraph proof
Proving is a process - logarithm problem
Fascinating irrational numbers
Proof that square root of 2 is irrational
Rational numbers are countable
How does calculator find values of sine?
Fibonacci numbers and golden section
Why does the square root algorithm work?

 




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