Given a string s, which may contain numeric characters as well as non-numeric characters, you have to extract first integer out of it.
Rules are:
● Left most contiguous digits will form the integer, everything after that should be ignored. ("ik45 2" -> 45, because 45 and 2 are not contiguous.)
● Sign ('+' or '-') will be effective only if it is just before the integer. If no sign just before the integer then '+' is applied by default. ("42" -> 42, because '+' is applied by default. "ik-42" -> -42, because - appears just before 42. "ik- 42" -> 42 because there is a space before 42.)
● If there is no number present then return 0. ("Cpp" -> 0.)
Input/Output Format For The Function:
Input Format:
There is only one argument denoting string s.
Output Format:
Return first integer no, extracted from given string s.
Input/Output Format For The Custom Input:
Input Format:
The first and only line of input should contain a string s, denoting an input string.
If s = “ ik +-4 289 ik”, then input should be:
ik +-4 289 ik
Output Format:
There will be one line of output, containing an integer no, denoting the result returned by solution function.
For input s = “ ik +-4 289 ik”, output will be:
-4
● 1
● s may contain numeric characters as well as non-numeric characters.
● If number is present then it is guaranteed that it will fit in integer. (No need to think about integer overflow.)
● Solution with linear time complexity and constant space is expected.
Sample Test Case 1:
Sample Input 1:
" ik +-4 289 ik"
Sample Output 1:
-4
Sample Input 2:
"- + - 5ik "
Sample Output 2:
5
Sample Input 3:
"i-k42ki59"
Sample Output 3:
42
This problem has many variants. Small change in any condition will change the solution. So clarify any doubts before presenting your solution in interviews.
Have a look at the solution provided by us.
O(|s|).
As in worst case (when integer is not present in the string or present at the end of string) we need to iterate over the whole string.
O(1).
O(|s|).
As space complexity includes the input size also.
Note that generally we use Auxiliary Space Used = Space Complexity, but there is a different. Auxiliary space does not count the input size but space complexity does.
Given a string s, which may contain numeric characters as well as non-numeric characters, you have to extract first integer out of it.
Rules are:
● Left most contiguous digits will form the integer, everything after that should be ignored. ("ik45 2" -> 45, because 45 and 2 are not contiguous.)
● Sign ('+' or '-') will be effective only if it is just before the integer. If no sign just before the integer then '+' is applied by default. ("42" -> 42, because '+' is applied by default. "ik-42" -> -42, because - appears just before 42. "ik- 42" -> 42 because there is a space before 42.)
● If there is no number present then return 0. ("Cpp" -> 0.)
Input/Output Format For The Function:
Input Format:
There is only one argument denoting string s.
Output Format:
Return first integer no, extracted from given string s.
Input/Output Format For The Custom Input:
Input Format:
The first and only line of input should contain a string s, denoting an input string.
If s = “ ik +-4 289 ik”, then input should be:
ik +-4 289 ik
Output Format:
There will be one line of output, containing an integer no, denoting the result returned by solution function.
For input s = “ ik +-4 289 ik”, output will be:
-4
● 1
● s may contain numeric characters as well as non-numeric characters.
● If number is present then it is guaranteed that it will fit in integer. (No need to think about integer overflow.)
● Solution with linear time complexity and constant space is expected.
Sample Test Case 1:
Sample Input 1:
" ik +-4 289 ik"
Sample Output 1:
-4
Sample Input 2:
"- + - 5ik "
Sample Output 2:
5
Sample Input 3:
"i-k42ki59"
Sample Output 3:
42
This problem has many variants. Small change in any condition will change the solution. So clarify any doubts before presenting your solution in interviews.
Have a look at the solution provided by us.
O(|s|).
As in worst case (when integer is not present in the string or present at the end of string) we need to iterate over the whole string.
O(1).
O(|s|).
As space complexity includes the input size also.
Note that generally we use Auxiliary Space Used = Space Complexity, but there is a different. Auxiliary space does not count the input size but space complexity does.
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