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Let me first re-phrase your question: What is the number of (positive) integers less than 10000 (5 digits) and greater than 999 (3 digits)?
The greatest 4 digit integer would be 9999.
The greatest 3 digit integer would be 999.
Let's do some subtraction: 9999 - 999 = 9000
This works because as we count up from 999, each positive integer encountered satisfies your requirements until reaching 10000.
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What is the lowest 4 digit numbers?
The lowest positive 4-digit number is 1000
How many 2-digit positive integers are there such that product of their two digit is 24?
-22
How many four digit positive integers are there with thousands digit 2?
There are one thousand. Starting at 2000 and going to 2999
How many odd 2-digit positive integers less than 50 are there?
-48
How many four digit whole numbers are there such that the thousand digit is odd the hundreds digit is even and all four digits are different?
5*5*4*4 = 400
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