Tap here to switch tabs
Problem
Ask
Submissions

Problem: Strobogrammatic Number

easy
15 min
Explore how to use the two-pointer approach to determine if a given number is strobogrammatic, meaning it appears the same when rotated 180 degrees. This lesson helps you apply logical steps to verify these numbers in strings while practicing efficient problem-solving strategies.

Statement

Given a string num representing an integer, determine whether it is a strobogrammatic number. Return TRUE if the number is strobogrammatic or FALSE if it is not.

Note: A strobogrammatic number appears the same when rotated 180180 degrees (viewed upside down). For example, “69” is strobogrammatic because it looks the same when flipped upside down, while “962” is not.

Constraints:

  • 1<=1 <= num.length <=50<= 50

  • num contains only digits.

  • num has no leading zeros except when the number itself is zero.

Tap here to switch tabs
Problem
Ask
Submissions

Problem: Strobogrammatic Number

easy
15 min
Explore how to use the two-pointer approach to determine if a given number is strobogrammatic, meaning it appears the same when rotated 180 degrees. This lesson helps you apply logical steps to verify these numbers in strings while practicing efficient problem-solving strategies.

Statement

Given a string num representing an integer, determine whether it is a strobogrammatic number. Return TRUE if the number is strobogrammatic or FALSE if it is not.

Note: A strobogrammatic number appears the same when rotated 180180 degrees (viewed upside down). For example, “69” is strobogrammatic because it looks the same when flipped upside down, while “962” is not.

Constraints:

  • 1<=1 <= num.length <=50<= 50

  • num contains only digits.

  • num has no leading zeros except when the number itself is zero.