A) Using arrays to cover up rows and columns and ask students to identify the number name.
B) Lie out base-ten models and ask students to tell you how many tens and ones.
C) A chain of paper links is shown and students are asked to estimate how many tens and ones.
D) Students need to show with fingers how to construct a named number.
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Multiple Choice
A) Students understand counting by ones.
B) Students have had time to experiment with showing amounts in groups of twos,fives and agree that ten is a useful-sized group to use.
C) Students have only worked with small items that can easily be bundled together.
D) Students are able to verbalize the amounts they are grouping.
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Essay
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View Answer
Multiple Choice
A) Problem solving.
B) Place-value.
C) Base-ten models.
D) Basic Facts.
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Multiple Choice
A) Measurements and numbers discovered on a field trip.
B) Number of milk cartons sold in a week at an elementary school.
C) Number of seconds in a month.
D) Measurement of students' height in second grade.
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Multiple Choice
A) Students are not clear on reading a number with an internal zero in place.
B) A different process is used than how students learned with two-digit numbers.
C) Students are not competent with two-digit number names.
D) An instructional process that values quick recall and response.
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Multiple Choice
A) Counting by ones and saying and writing the numeral.
B) Counting by ones,making a model and saying and writing the numeral.
C) Counting by tens and ones and saying and writing the numeral.
D) Counting by tens and ones,making the model,saying and writing the numeral.
Correct Answer
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Multiple Choice
A) Students should be able to generalize the idea that 10 in any one position of the number result in one single thing in the next bigger place.
B) Because these numbers are so large,teachers should just use the examples provided in the mathematics textbook.
C) Models of the unit cubes can still be used.
D) Students should be given the opportunity to work with hands-on,real-life examples of them.
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Multiple Choice
A) The meaning behind the individual digits.
B) The identity of the digit in the ones place and in the tens place.
C) The distance to the next multiple of ten.
D) The importance of place-value.
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Multiple Choice
A) Show the left-to-right order of numbers.
B) Show how numbers are built.
C) Show that there is no need for regrouping.
D) Show that there is no need for repeated counting.
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Multiple Choice
A) Counts out sixteen objects and can tell you how many by counting each piece.
B) Counts out sixteen and puts the 10 in one pile and 6 in another and tells you there are sixteen.
C) Counts out sixteen and makes two piles of eight and tells you there are sixteen.
D) Counts out sixteen and places 6 aside and tells you 10 and 6 are sixteen.
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Multiple Choice
A) Ones.
B) Tens.
C) Hundreds.
D) Tens and ones.
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Multiple Choice
A) Blank number line.
B) Hundreds chart.
C) Place value chart.
D) 10 x 10 Multiplication Array.
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Multiple Choice
A) Count by tens going down the far-right hand column.
B) Starting at 11 and moving down diagonally you can find the same number in the ones and tens place.
C) Starting at the 10 and moving down diagonally the numbers increase by ten.
D) In a column the first number (tens digit) counts or goes up by ones as you move down.
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Multiple Choice
A) Writing numbers greater than 100.
B) Reading large numbers.
C) Knowing ten in any position means a single thing.
D) Generalizing structure of number system.
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Multiple Choice
A) Counters and cups.
B) Cubes.
C) Strips and squares.
D) Money.
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Multiple Choice
A) 16115
B) 5,171
C) 671
D) 32
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Multiple Choice
A) 7 hundred blocks and 5 tens.
B) 7 hundred blocks and 0 tens.
C) 7 hundred blocks and 0 units.
D) 7 hundred blocks and 5 units.
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Multiple Choice
A) Part-part-whole representation.
B) Commutative representation.
C) Equivalent representation.
D) Nonproportional representation.
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Multiple Choice
A) Models do not physically represent 10 times larger than the one.
B) Models like abacus are hard to learn how to use.
C) Models like money provide more conceptual than procedural knowledge.
D) Models do not engage the students as much as the proportional models.
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