Assuming whole numbers: If rounding to the nearest 10, it would be 3004 If rounding to the nearest 50, it would be 3024 As "to the nearest whatever" increases, so the greatest number also increases. So the greatest "whatever to round to" to produce 3000 must be 3000, that is the question becomes: What is the greatest number that rounds to 3000 to the nearest 3000? Half of 3000 is 1500, so the greatest whole number that rounds to 3000 is 3000 + 1500 - 1 = 4499 (since 3000 + 1500 = 4500 would round up to 6000). Any number such that 1500 ≤ number < 4500 will round to 3000 to the nearest 3000.
3000
√2000 ≅ 44.7 √3000 ≅ 54.8 The squares of 45 to 54 lie within the range 2000 to 3000. There are thus 10 perfect square numbers between 2000 and 3000.
If you include the number 3,000, there are exactly 2,001 4-digit numbers between 500 and 3000.
All the numbers between 999 and 3000 are four-digit numbers. You need to subtract 3000 - 999 - 1. The extra -1 is to account for the fact that the numbers 999 and 3000, in this case, are not included.
3000
2997, 2998, 2999
how many numbers round to 300
Assuming whole numbers: If rounding to the nearest 10, it would be 3004 If rounding to the nearest 50, it would be 3024 As "to the nearest whatever" increases, so the greatest number also increases. So the greatest "whatever to round to" to produce 3000 must be 3000, that is the question becomes: What is the greatest number that rounds to 3000 to the nearest 3000? Half of 3000 is 1500, so the greatest whole number that rounds to 3000 is 3000 + 1500 - 1 = 4499 (since 3000 + 1500 = 4500 would round up to 6000). Any number such that 1500 ≤ number < 4500 will round to 3000 to the nearest 3000.
3000
3000
3000
3 499
√2000 ≅ 44.7 √3000 ≅ 54.8 The squares of 45 to 54 lie within the range 2000 to 3000. There are thus 10 perfect square numbers between 2000 and 3000.
If you include the number 3,000, there are exactly 2,001 4-digit numbers between 500 and 3000.
An infinite number of numbers would round to 150.
There are 2001 numbers.