What is the difference between expanded form and word form

Hmmm, so I wonder if we could write the value of these materials using multiplication? Jayden said that this holding up the two flats is 2 times Work with your partner to write that as a multiplication expression. Teacher: Okay, I see lots of you wrote 2 x Gives students a minute or two Great! Hmmm, does that remind you of anything? Teacher: Right! And expanded form shows us the value of each digit, right?

Points to the expanded form for Who thinks they can explain what expanded notation is? Teacher: Great explanation!

Thumbs up if you agree and understand. What comes next? Lots of concrete practice. Put up your right hand and pledge that you will not skip to the abstract too fast.

Manipulatives are not something we need to wean the students off of as quickly as possible. Manipulatives provide a means for deep, conceptual understanding. Will it take longer to work problems using manipulatives?

Absolutely, but the understanding is cemented when the learning is concrete. Within the file, there are three sets of cards—6-, 9-, and digit.

One idea is to copy each set on a different color card stock to easily differentiate. You could also mix and match the cards for greater variety and create a deck with 6-, 9-, and digit numbers. Looking to extend the activity? Have kiddos make their own card decks on index cards. Grab your freebie here. Thanks for this lesson and the freebie.

I start back next week and this will be perfect for my 4th and 5th graders! This is a great explanation of how to cement student learning in a concept and a wonderful lesson to guide teachers. Thank you! Thanks for the matching cards Donna. This is just what we were looking for, for the expanded notation TEKS. Now that we know how TEA is going to test it. Do you have any ideas for TEKS 3. Although base 10 blocks only go to thousands, if they get the concept with smaller numbers, it should translate to larger ones.

That TEK might be better revisited later in the year. I love this! We a easy transition to multiplication with multiples of ten as well. We used your post as discussion at our math team meeting this week. We move into decimals in another week and will use the expanded notation with them as well. Thanks for the amazing insight! Donna, Can you explain the difference between expanded form and decomposing the number?

Great question, Jan! While numbers can, and should, be decomposed in many ways, I think expanded form shows the actual value of each digit. So the value of the 2 in is Does that make sense? This was so helpful and came for me at the perfect time in my teaching sequence.

I teach 3rd grade math. I also never had to represent a number like that my whole career in school. I think tea should have thought this through before placing in the teks. I also have taught 1st grade math and I found it incredibly difficult to teach expanded form when they were not use to dealing with an addition symbol. I think common core is better thought out than the teks. I could really use those too! Another option is to teach place value concepts at the beginning of the year, but bring in the expanded notation piece a little later, when students are studying multiplication.

Using drinking straws is another great option. An expanded form is to split a number and write in its thousands, hundreds, tens, and units form. An expanded form is helpful to know the place value of each of the digits.

To understand the expanded form, let us check with a simple form of writing the expanded form of the number The expanded form of expression is also possible for a decimal number. For a decimal number, each of the decimal digits is written as an exponent of one-tenth. The decimal 0. The standard form is the combination of digits written together as a single number. In the expanded form the digits of the number are split into each of the individual digits with their place value and written in expanded form.

We need an expanded form to understand the given number better. The value of each digit based on its place value can be understood from the expanded form. In the beginning stage of learning numbers, the expanded form is very useful for knowing better about each of the digits within the number. The expanded form can be written for multiples of 10 such as 40, , Learn Practice Download.

Expanded Form The expanded form helps us to better understand a given number in maths. What is Meant by Expanded Form? Writing numbers in Expanded Form 3. Decimals in Expanded Form 4. Solution: The place value of each digit is identified with the help of the place value chart. Example 2: Which expression is equivalent to 26,? Become a problem-solving champ using logic, not rules.

Learn the why behind math with our certified experts. Practice Questions on Expanded Form. The word "and" is not necessary when writing out whole numbers; it is necessary when writing out a number with digits to the right of a decimal point.

Expanded form consists of breaking down a number by degrees of place value. Teachers typically use this form as a way to teach students about place value. Standard form has a slightly different meaning in algebra. When referring to basic equations, standard form refers to an equation that equals zero.