How many natural numbers are there with not more than 4 digits?
Answers
Answer:
9999 natural number are there with not more than 4 digits
hope it helps
Answer:
Total number of natural numbers are there with not more than 4 digits is 9999.
Step-by-step explanation:
Natural numbers are used for counting and are a component of the number system, which encompasses all positive integers from 1 to infinity.
Case 1: Total number of four digit numbers
The formula that we will employ to answer this query is as follows:-
(Greatest four digit number)-(Smallest four digit number)+1
In reality, we apply the same technique to determine the distance between any two given numbers.
1000 is the smallest four-digit number.
9999 is the largest four-digit number.
Total four-digit numbers are (8999 + 1)/(9999 - 1000) = 9000.
Consequently, there are 9000 four-digit digits altogether.
Case 2: Total number of three digit numbers
100 is the smallest three-digit number.
999 is the largest three-digit number.
(999 - 100) + 1 = 899 + 1 = 900 are the total three-digit numbers.
Thus, there are 900 three-digit numbers in total.
Case 3: Total number of two digit numbers
Let's count all the two-digit digits together.
10 is the smallest two-digit number.
99 is the largest two-digit number.
Numbers with three digits in total are (99 - 10) + 1 = 89 + 1 = 90.
Thus, there are 90 two-digit numbers in total.
Case 3: Total number of one digit numbers
Let's count all the one-digit digits together.
1 is the smallest one-digit number.
9 is the largest one-digit number.
Numbers with three digits in total are (9 - 1) + 1 = 8 + 1 = 9.
Thus, there are 9 one-digit numbers in total.
Hence,
Total number of natural numbers are there with not more than 4 digits is (9000+900+90+9=9999).
To know more about this answer, click on the link given below,
https://brainly.com/question/9245198
To know more about the natural number, click on the link given below,
https://brainly.in/question/140221
#SPJ3