SamKanDan (SKD) Math-Innusah Samuel

Mathematics as we know it today has its roots that flourished in Egypt-Africa about 2000 BC. Your confidence and ability to do mathematics will depend on your knowledge of multiplication. "Innusah Samuel"

SAMKANDAN SKD MATH-INNUSAH SAMUEL

  • MULTIPLES OF NUMBERS
  • MULTIPLES OF 2
  • MULTIPLES OF 3
  • MULTIPLES OF 4
  • MULTIPLES OF 5
  • MULTIPLES OF 6
  • MULTIPLES OF 7
  • MULTIPLES OF 8, 9 10, 11, 12, 13, 14 AND 15
  • SKD MATH CURRENCY CONVERTER
  • ABOUT SKD MATH

MULTIPLES OF 2

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DIRECTOR'S MESSAGE TO THE STUDENTS

GETTING STARTED

Welcome to SKD Mathematics.
We hope you will enjoy this blog; it was designed for you.

Studying Multiples of Numbers.
This blog has several goals.

It will introduce you to the language of multiplication.
It will help you prepare for advanced mathematics.
It will help you leran about number patterns.
It will help you develop your study skills in mathematics.

The author, who is experienced teacher offer the following
advice on studying mathematics.

1. Read slowly, paying attention to each word and symbol.
2. Look up the meaning of any word you do not understand.
3. Work examples yourself as you follow the steps provided.
4. Reread sections that are unclear to you.
5. Discuss difficult ideas with a fellow student or your teacher.
6. If you cannot answer a question immediately, don't give up!
Read the lesson again. Read the question again. Look for
examples. If you can go away from the question and return to
it a little later. As questions and talk to others when you
do not understand something.

We hope you join the hundreds of thousands of students who
have enjoyed SamKanDan (SKD) Mathematics Community. We wish you much
success.

The first persons to use letters to describe arithmetic patterns
were Muhammed Ibn Musah and Francois Viete, in 1591 who was the
one of the greatest mathematicians of the 16th century.
He believed that his invention was so powerful that with it
"there is no problem that cannot be solveed". Viete was both
right and wrong. Despite the power of algebra, there remain
problems that algebra cannot solve.

ABOUT THE AUTHOR: INNUSAH SAMUEL

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Innusah
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  • ▼  2011 (1)
    • ▼  03/06 - 03/13 (1)
      • WELCOME TO SKD MATHEMATICS

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