It has equal intervals (minutes, five minute and hour intervals), which we can show on number line too.
Tuesday, October 27, 2015
Time and Number Lines
We are now working in Module 2 and have made a connection between the clock face and a number line. A clock face is a number line that has been wrapped around a circle.
It has equal intervals (minutes, five minute and hour intervals), which we can show on number line too.
It has equal intervals (minutes, five minute and hour intervals), which we can show on number line too.
Monday, October 5, 2015
Division and Tape Diagrams
We have been practicing creating tape diagrams to represent division problems. Remember that you are dividing when you have been given the whole and are breaking it down into smaller parts (either the number of groups or the size of the groups, depending on what you already know).
If you have been given the number of groups, then you can start with the empty rectangular tape diagram and break it into the given number of parts (groups).
If you have been given the size of the groups, then you need to build your tape diagram one piece at a time, like building with LEGOS.
If you have been given the number of groups, then you can start with the empty rectangular tape diagram and break it into the given number of parts (groups).
If you have been given the size of the groups, then you need to build your tape diagram one piece at a time, like building with LEGOS.
When you know the number of groups - Empty Tape Diagram
When
you know the size of the groups - LEGOS
Thursday, October 1, 2015
Remember, as we have been learning concepts of multiplication and division, we have focused on identifying 3 things:
When multiplying we are trying to determine the WHOLE - also called the PRODUCT. We are usually given the NUMBER OF groups and the SIZE OF the groups, which are the FACTORS.
A multiplication equation (number sentence) is written as:
Number of Groups X Size of Groups = Whole
In an ARRAY:
Number of Groups is the ROWS
Size of the Groups is the COLUMNS
When dividing we already know the WHOLE - also called the DIVIDEND and we are trying to determine either the NUMBER OF groups or the SIZE OF the groups. It just depends on the information already given (DIVISOR) which may be either the number of groups or the size of the groups. The unknown is called the QUOTIENT (the answer to a division equation).
A division equation (number sentence) is written as:
Whole / Number of Groups OR Size of Groups =
Unknown (which is either the number of groups or the size of the groups)
Dividend / Divisor = Quotient
- the WHOLE
- the NUMBER OF groups
- the SIZE OF the groups
When multiplying we are trying to determine the WHOLE - also called the PRODUCT. We are usually given the NUMBER OF groups and the SIZE OF the groups, which are the FACTORS.
A multiplication equation (number sentence) is written as:
Number of Groups X Size of Groups = Whole
In an ARRAY:
Number of Groups is the ROWS
Size of the Groups is the COLUMNS
When dividing we already know the WHOLE - also called the DIVIDEND and we are trying to determine either the NUMBER OF groups or the SIZE OF the groups. It just depends on the information already given (DIVISOR) which may be either the number of groups or the size of the groups. The unknown is called the QUOTIENT (the answer to a division equation).
A division equation (number sentence) is written as:
Whole / Number of Groups OR Size of Groups =
Unknown (which is either the number of groups or the size of the groups)
Dividend / Divisor = Quotient
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