Expanded Form of Decimal Numbers Using the place value chart, the digits after the decimal points are represented as tenth (1/10), hundredth (1/100), thousandth (1/1000) and so on. Now, let us consider the example 83.34. The expanded form of 83 is 80+3. The above-expanded form can also be represented as 80+3+0.3+0.04.
Expanded Form of Decimal Numbers Using the place value chart, the digits after the decimal points are represented as tenth (1/10), hundredth (1/100), thousandth (1/1000) and so on. Now, let us consider the example 83.34. The expanded form of 83 is 80+3. The above-expanded form can also be represented as 80+3+0.3+0.04.
Hence, expanded form of. is 2 + 5 10 + 6 100 .
Therefore, 83.34=80+3+0.3+0.04 in expanded form.
Final answer: To write 3.835 in expanded form using place values, you would write it as 3 x 1 + 8 x 0.1 + 3 x 0.01 + 5 x 0.001.
Dividing a whole number by a decimal can be simplified by multiplying both numbers by 10, shifting the decimal point to the right. For example, dividing 518 by 0.7 becomes 5,180 divided by 7. Using long division, the result is 740, making the process easier and more manageable.
Here, we are required to write the number 74.052 in expanded form using fractions and decimals to express the decimal place value units. The answer in decimal form is; (7×10) + (4×1) + (0×0.1) + (5×0.01) + ( 2× 0.001).
To write a decimal in standard form, zeros may have to be inserted after the decimal point so that the last digit is in the given place-value position. Five and thirty-eight hundredths 5.38 (8 is in the hundredths' place.)