millions
Oh, dude, the value of 3 in 463 is like 3. It's the digit in the hundreds place, so it represents 300. So yeah, that's the deal with 3 in 463.
462.8
463 is a whole number. So there's no different whole numberthat's any closer to it than it already is.
Being a 'hundredth' you are looking for a decimal limitation. There is NO deciml point indicated.
The place value of the digit 4 in the number 463 is in the tens place. In the number 463, the digit 4 is in the second position from the right, which represents the tens place. The place value of the digit 4 is 40, as it is in the tens place.
It is already rounded to the thousandths place, the hundredths, tenths and units places. So you need do nothing.
millions
Oh, dude, the value of 3 in 463 is like 3. It's the digit in the hundreds place, so it represents 300. So yeah, that's the deal with 3 in 463.
462.999 - unless it is being rounded to the nearest thousandths or smaller.
462.8
The digit in the hundreds place in the number 463 is the digit 4.
463 is a whole number. So there's no different whole numberthat's any closer to it than it already is.
A 1989 Fleer Ozzie Smith card number 463 has a book value of about .40 cents in near/mint -mint condition. Professionally graded cards will sell for more. Condition is important. Common flaws with baseball cards include: rounded edges, creases, off centered, and faded color. Any or all flaws will devalue the card significantly.
463 is a prime number. The only two factors of a prime number are 1 and itself.The two factors of 463 are 1 and 463. There are only two factors of a prime number.The only factor pair of 463 is 1 x 463. There is only one factor pair of a prime number.The proper factors of 463 are only 1 or,if the definition you are using excludes 1, there are none.The only prime factor of 463 is 463. There is only one prime factor of a prime number - itself.The distinct prime factor of 463 is also 463, since there is no repetition of factors.The prime factorization of 463 is 463. In some cases, to emphasize that it is prime, you might write the prime factorization as 1 x 463.NOTE: There cannot be common factors, a greatest common factor, or a least common multiple because "common" refers to factors or multiples that two or more numbers have in common.
Being a 'hundredth' you are looking for a decimal limitation. There is NO deciml point indicated.
The positive integer factors of 463 are: 1, 463