Determine the place value of 0.364
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Determine the place value of 0.364
To tackle this problem, we need to focus on the concept of decimal place values and how they translate into verbal expressions. Let's detail the steps involved:
After taking these steps, we conclude that the decimal 0.364 in words should be represented as "three hundred and sixty-four thousandths."
Therefore, the correct answer to this problem is three hundred and sixty-four thousandths.
Three hundred and sixty-four thousandths
Determine the numerical value of the shaded area:
The entire decimal number takes its name from the rightmost digit's position. Since 4 is in the thousandths place, the whole number is 'three hundred sixty-four thousandths'.
Use the pattern: tenths, hundredths, thousandths, ten-thousandths... Each place is 10 times smaller than the previous one, just like whole numbers but in reverse!
Zeros at the end don't change the place value name! For example, is still 'three thousand six hundred forty ten-thousandths' because the rightmost digit determines the place value.
No! is one number, not three separate digits. Read it as 'three hundred sixty-four thousandths' - this shows you understand it as a single decimal value.
Count the decimal places from left to right: 1st = tenths, 2nd = hundredths, 3rd = thousandths. The last occupied place gives the name for the entire decimal number.
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