Exam 12: Developing Understanding of Common and Decimal Fractions
Exam 1: Elementary Mathematics for the 21st Century10 Questions
Exam 2: Defining a Comprehensive Mathematics Program16 Questions
Exam 3: Mathematics for Every Child37 Questions
Exam 4: Learning Mathematics39 Questions
Exam 5: Organizing Effective Instruction37 Questions
Exam 6: Integrating Assessment41 Questions
Exam 7: Developing Problem-Solving Strategies43 Questions
Exam 8: Developing Concepts of Number42 Questions
Exam 9: Extending Number Concepts and Number Systems43 Questions
Exam 10: Developing Number Operations With Whole Numbers48 Questions
Exam 11: Extending Computational Fluency With Larger Numbers41 Questions
Exam 12: Developing Understanding of Common and Decimal Fractions45 Questions
Exam 13: Extending Understanding of Common and Decimal Fractions48 Questions
Exam 14: Developing Aspects of Proportional Reasoning: Ratio, Proportion, and Percent49 Questions
Exam 15: Thinking Algebraically43 Questions
Exam 16: Developing and Extending Geometric Concepts and Systems47 Questions
Exam 17: Developing and Extending Measurement Concepts44 Questions
Exam 18: Understanding and Representing Concepts of Data43 Questions
Exam 19: Investigating Probability47 Questions
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A bag of marbles has 5 red, 4 blue, and 7 green marbles. Which of the following fractions is not a part-whole representation?
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Correct Answer:
C
For health reasons people should limit their efforts, for instance, during sports, in order not to exceed a certain heartbeat frequency. For years, the relationship between a person's recommended maximum heart rate and the person's age was described by the following formula:
Recent research showed that this formula should be modified slightly. The new formula is as follows:
A newspaper article stated: "A result of the new formula is that the recommended maximum number of heart beats per minute for young people decreases slightly and for old people it increases slightly." From which age onward does the recommended maximum heart rate increase as a result of the introduction of the new formula? Show your work.


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The purpose in using the terms common fractions and decimal fractions is to:
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The best way to teach children fractions and decimals is to:
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Why should a teacher use the terms common fractions and decimal fractions rather than just the terms fractions and decimals ?
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How would you help a child who thinks that when you multiply two numbers the result is always larger than either of the two factors?
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The concept of a fractional part of a set should only be introduced after children:
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If the largest base-10 cube (10 units × 10 units × 10 units)represents 1, then the small unit (1 unit × 1 unit × 1 unit)represents:
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Draw two different illustrations of improper fractions to explain why they are equivalent to mixed numerals.
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Which of these coins or units of currency will NOT help students understand decimal fractions?
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Which of the following has the fractions in ascending order?
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According to the research by Hunting, children have the most difficulty showing fractions that are:
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If a child takes ½ of 12 cookies, this is an example of a situation represented by:
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Explain what is meant by the indicated division representation of fractions.
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Decimal fractions are similar to common fractions except that:
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Taking a cake and dividing it into 6 equal slices is a situation represented by:
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