QuestionCreate a number under 500,000 with a 2 in the thousands' place. Write it in standard form and expanded form.
Studdy Solution
STEP 1
Assumptions1. The number should be less than five hundred thousand (500,000).
. The number should have a two in the thousands' place.
3. We need to write the number in both standard form and expanded form.
STEP 2
Let's create a number that satisfies the conditions. A simple way to do this is to put a2 in the thousands' place and fill the rest of the places with any digits of our choice, making sure the number is less than500,000. For example, let's choose the number342,567.
STEP 3
Write the chosen number in standard form. The standard form of a number is just the number itself.
STEP 4
Now, let's write the number in expanded form. The expanded form of a number breaks it down into each place value. In other words, it's the sum of each digit multiplied by its place value.
STEP 5
Start by writing the digit in the hundred thousands' place, multiplied by its place value.
STEP 6
Next, write the digit in the ten thousands' place, multiplied by its place value.
STEP 7
Then, write the digit in the thousands' place, multiplied by its place value.
STEP 8
Next, write the digit in the hundreds' place, multiplied by its place value.
STEP 9
Then, write the digit in the tens' place, multiplied by its place value.
STEP 10
Finally, write the digit in the ones' place, multiplied by its place value.
STEP 11
Now, add all these values together to write the number in expanded form.
So, the number342,567 in standard form is342,567 and in expanded form is300,000 +40,000 +,000 +500 +60 +7.
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