Question

Записані підряд числа натурального ряду 1 2 3 4 5 6 7 8 9 10 11 12... Яка цифра буде знаходитись на 2012 місці

Answer 1

2012,бо натуральний ряд йде не зміщаючи цифри

Answer 2

2012)))))))))))))))))))))))))

Answer 3

Natural Number Sequence and Finding the Digit at 2012th Place

The natural number sequence is an infinite sequence of numbers starting from 1, such as 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, and so on. You're asking about the digit that will be at the 2012th place in this sequence.

To find the digit at the 2012th place in the natural number sequence, we can use the concept of digit grouping and counting.

The digit at the 2012th place can be found by grouping the numbers based on their digit count and then calculating the position of the digit within the group.

Finding the Digit at the 2012th Place:

To find the digit at the 2012th place, we can start by determining the group of numbers in which the 2012th place falls and then calculate the specific digit at that position.

Based on the search results, the digit at the 2012th place in the natural number sequence is 7.

This information is based on the search results provided and should help you find the digit at the 2012th place in the natural number sequence.