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rational number

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rational number

In mathematics, any number that can be expressed as an exact fraction (with a denominator not equal to 0), that is, as a ÷ b where a and b are integers; or an exact decimal. For example, 2/1, 1/4, 15/4, −3/5 are all rational numbers, whereas π (which represents the constant 3.141592 ... ) is not. Numbers such as π are called irrational numbers.



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Each chapter addresses specific error patterns, diagnosing the errors, and developing a plan for the student, for math topics from addition and subtraction to rational numbers, decimal fractions, and problem solving.
Try different versions, including decimal, integers, fractions, rational numbers, whole numbers, polynomials, time, and money.
In a specially designed, required course that accompanies a mathematics course on whole and rational number operations, prospective teachers look at mathematics through the lens of children's mathematical thinking by analyzing student work, solving mathematics problems themselves, and viewing video where children explain their problem solving and solutions.
 
 
 
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