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How many digits can be written in a place value?
Digits in a Place ValueOnly one digit can be written in a place value.
Why you use commas when writing large numbers?
In representing large numbers, English texts use commas (or spaces) to separate each group of three digits. This is almost always done for numbers of six or more digits, and optionally for five (or even four) digits. This makes it easier to read the number without having to count how many place holders there are in the number as a whole.
How many significant figures are in 0.03?
1. The rest are just place holders.
How many 4 digit numbers can you make using the digits 01 2 3 4 5 and 6 with repetition?
Answer: 2058 Explanation: Consider the thousandths place. You can place digits 1,2,3,4,5,6 (not 0 as the number would then become a 3-digit). Now consider hundredths place. You can place all the allowed digits ( ie, 0,1,2,3,4,5,6). In the same way you can place all allowed digits in tens and ones place. No. of digits which can be placed in thousandths place: 6 No. of digits which can be placed in hundredths place: 7 No. of digits which can be placed in tens place: 7 No. of digits which can be placed in ones place: 7 Total possible numbers which can be formed: 6 X 7 X 7 X 7 = 2058
How many significant digits does 100.0 have?
1000 has one significant digit (only the 1 is interesting; you don't know anything for sure about the hundreds, tens, or units places; the zeroes may just be placeholders; they may have rounded something off to get this value)Answer 2:There is no way to know how many significant digits are in 1000. If you are forced to choose then there is 1 significant digit but, again, there is really no way to tell. If the count of significant digits is important, the number should be expressed in scientific notation.
How many significant digits are in 1200?
2. The last two zeros are place holders.
How many significant figures are in 863400?
4. The last two digits are simply place holders.
How many digits can be written in a place value?
Digits in a Place ValueOnly one digit can be written in a place value.
How many zeros in 10102?
There are two and they are used for 'place value holders'
How many significant figures are in 0.03?
1. The rest are just place holders.
Why you use commas when writing large numbers?
In representing large numbers, English texts use commas (or spaces) to separate each group of three digits. This is almost always done for numbers of six or more digits, and optionally for five (or even four) digits. This makes it easier to read the number without having to count how many place holders there are in the number as a whole.
How many 4 digit numbers can you make using the digits 01 2 3 4 5 and 6 with repetition?
Answer: 2058 Explanation: Consider the thousandths place. You can place digits 1,2,3,4,5,6 (not 0 as the number would then become a 3-digit). Now consider hundredths place. You can place all the allowed digits ( ie, 0,1,2,3,4,5,6). In the same way you can place all allowed digits in tens and ones place. No. of digits which can be placed in thousandths place: 6 No. of digits which can be placed in hundredths place: 7 No. of digits which can be placed in tens place: 7 No. of digits which can be placed in ones place: 7 Total possible numbers which can be formed: 6 X 7 X 7 X 7 = 2058
How many digits can be used in a place value?
Only one at a time.
How many 3 digits numbers can you write with a 2 in tens place and 5 in hundreds place?
ten
How many digits can be used for each place value?
ten (0-9).
Where can you buy placecard holders?
There are many online sites where one could buy place card holders. These online websites include Amazon, Macy's, Davids Bridal, and Light in the Box.
How many significant digits does 100.0 have?
1000 has one significant digit (only the 1 is interesting; you don't know anything for sure about the hundreds, tens, or units places; the zeroes may just be placeholders; they may have rounded something off to get this value)Answer 2:There is no way to know how many significant digits are in 1000. If you are forced to choose then there is 1 significant digit but, again, there is really no way to tell. If the count of significant digits is important, the number should be expressed in scientific notation.
