Determine the place value of 0.63
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Determine the place value of 0.63
To solve this problem, it's important to understand the place value system in decimals. The number provided is . We need to determine its place value, which involves expressing it in words rather than just numerals.
In a decimal number, the digits immediately after the decimal point represent fractions of 10. Specifically:
Breaking down the number , we have:
When combined, represents sixty-three hundredths. This can be thought of as: , which is expressed as "sixty-three hundredths" in words.
Hence, the place value of 0.63, when expressed in words, is sixty-three hundredths.
Sixty-three hundredths
Determine the numerical value of the shaded area:
When we have 0.63, we read it as a single unit. The '63' together represents 63 parts out of 100, not separate values. Think of it like cents in a dollar!
Count the decimal places! One place after the decimal = tenths, two places = hundredths, three places = thousandths. For 0.63, there are 2 places, so it's hundredths.
0.6 is 6 tenths (or 60 hundredths), while 0.63 is 63 hundredths. The extra digit makes it more precise - like the difference between 60¢ and 63¢!
Yes! 0.63 = . The denominator (100) comes from the place value, and the numerator (63) is the digits after the decimal point.
Hundredths means parts of 100 (like ), while hundreds means groups of 100. Since 0.63 is less than 1, it must be hundredths - tiny pieces, not big groups!
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