To find out how many three-digit natural numbers are divisible by 17, we need to determine the first and last three-digit numbers that are divisible by 17 and then count the numbers in between.
The first three-digit natural number divisible by 17 is 102 (since 6 x 17 = 102). The last three-digit natural number divisible by 17 is 986 (since 58 x 17 = 986).
To find out how many numbers are there between 102 and 986, we can subtract 1 from 986 (to exclude 986) and then subtract 102 from the result (to exclude 102 as well), like this:
986 - 1 = 985
985 - 102 = 883
So there are 883 three-digit natural numbers between 102 and 986, inclusive.
To find out how many of these numbers are divisible by 17, we can divide the difference by 17 and round the result down to the nearest integer:
883 ÷ 17 ≈ 52
So there are 52 three-digit natural numbers that are divisible by 17.
Answers & Comments
Answer:
There are 53 three digited natural numbers that are divisible by 17.
Answer:
To find out how many three-digit natural numbers are divisible by 17, we need to determine the first and last three-digit numbers that are divisible by 17 and then count the numbers in between.
The first three-digit natural number divisible by 17 is 102 (since 6 x 17 = 102). The last three-digit natural number divisible by 17 is 986 (since 58 x 17 = 986).
To find out how many numbers are there between 102 and 986, we can subtract 1 from 986 (to exclude 986) and then subtract 102 from the result (to exclude 102 as well), like this:
986 - 1 = 985
985 - 102 = 883
So there are 883 three-digit natural numbers between 102 and 986, inclusive.
To find out how many of these numbers are divisible by 17, we can divide the difference by 17 and round the result down to the nearest integer:
883 ÷ 17 ≈ 52
So there are 52 three-digit natural numbers that are divisible by 17.