Question Video: Decomposing Three-Digit Numbers Using Place Value Blocks | Nagwa Question Video: Decomposing Three-Digit Numbers Using Place Value Blocks | Nagwa

Question Video: Decomposing Three-Digit Numbers Using Place Value Blocks Mathematics • Second Year of Primary School

Fill in the blanks: 987 = _ hundreds + _ tens + _ ones.

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Video Transcript

Fill in the blanks: 987 equals what hundreds plus what tens plus what ones.

In this question, we need to think about this three-digit number. Can you read it? It’s 987. And if someone was asked, “What parts is the number 987 made up of?,” and they said, “Well, well it’s made up of nine plus eight plus seven,” what would you say to them? Well, hopefully you know that although our number is made up of the digits nine, eight, and seven, they’re not worth nine, eight, and seven, are they? In a three-digit number, the three digits are worth hundreds, tens, and ones.

Can you see the words hundreds, tens, and ones in our answer? Let’s draw a place-value table to help us think about what the hundreds, tens, and ones are in our number. Let’s start by putting the digits of our number in the table, 987. Now we can use this to help us fill in the blanks. How many hundreds do we have? There are nine hundreds in our number, and that’s why if we wanted to split our number into parts, we wouldn’t write nine. We write the value of nine hundreds, which is 900. How many tens are there? We can see the digit eight in the tens column, which shows that our number has eight tens. The eight in 987 isn’t worth eight. It’s worth eight tens or 80. And finally, the digit in the ones place is a seven. Our number has seven ones, and seven ones are just worth seven.

If we look at our part–whole model, this looks a lot better, doesn’t it? 900 and 80 and seven go together to make 987. Let’s read through our completed sentence together. 987 equals nine hundreds plus eight tens plus seven ones. Our missing digits are nine, eight, and seven.

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