I have a hundred thousands digit of 5, a thousands digit of 6, a hundreds digit of 5, a tens digit of 3, and a units digit of 1.
Which number am I?
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I have a hundred thousands digit of 5, a thousands digit of 6, a hundreds digit of 5, a tens digit of 3, and a units digit of 1.
Which number am I?
To solve this problem, let's begin by specifying the place values and locating the correct digits:
Using these place values, we form the following specific number:
Therefore, the number you are is .
What number do the units shown below represent?
Write the units in the place value chart and convert into a number.
Great question! When a place value isn't mentioned, it means that position has a zero. Since we have hundred thousands (5) and thousands (6) digits, but no ten thousands digit, we put a zero placeholder there.
Start from the right with units, then move left: tens, hundreds, thousands, ten thousands, hundred thousands. Think of it as building bigger groups of 10!
Write out the place value chart first! Draw boxes for each position and carefully place each digit in its correct box before writing the final number.
Read your number aloud or break it into parts: 506,531 = 500,000 + 6,000 + 500 + 30 + 1. Each part should match the given place value information!
Commas help us read numbers easier by separating groups of three digits. In 506,531, the comma separates thousands from hundreds, making it clearer to read.
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