3. Smart Numbers language C++ G autocomplete.ready O 1 > #include A number is called a smart number if it's digits can be partitioned into two sets such that the sum of the digits in both sets are equal. Example: 37965 is a smart number as 3+7+5 = 9 +6 . Similarly 52139 is also a smart number as 5+2+3 = 9 10 11 * Complete the 'findCount0fSmartNumbers' function below. 12 * The function is expected to return an INTEGER. * The function accepts following parameters: 1. INTEGER A * 2. INTEGERB 13 9+1. 14 137, 328 are not smart numbers. 15 16 Your task is to find all the smart numbers in the 17 */ 18 inclusive range [A,B] . 19 int findCountofSmartNumbers(int A, int B) { 20 21 } Input 22 23 > int main()--- You will be given two integers A, B. You need to complete the function where the above integers will be given as an argument. Output Return the number of smart numbers in the inclusive range [A,B]. Constraints 1s ASBS 109 B-A s 106 Line: 9 Col:
3. Smart Numbers language C++ G autocomplete.ready O 1 > #include A number is called a smart number if it's digits can be partitioned into two sets such that the sum of the digits in both sets are equal. Example: 37965 is a smart number as 3+7+5 = 9 +6 . Similarly 52139 is also a smart number as 5+2+3 = 9 10 11 * Complete the 'findCount0fSmartNumbers' function below. 12 * The function is expected to return an INTEGER. * The function accepts following parameters: 1. INTEGER A * 2. INTEGERB 13 9+1. 14 137, 328 are not smart numbers. 15 16 Your task is to find all the smart numbers in the 17 */ 18 inclusive range [A,B] . 19 int findCountofSmartNumbers(int A, int B) { 20 21 } Input 22 23 > int main()--- You will be given two integers A, B. You need to complete the function where the above integers will be given as an argument. Output Return the number of smart numbers in the inclusive range [A,B]. Constraints 1s ASBS 109 B-A s 106 Line: 9 Col:
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![3. Smart Numbers
language C++
G autocomplete.ready O
1 > #include <bits/stdc++.h>
A number is called a smart number if it's digits can
be partitioned into two sets such that the sum of the
digits in both sets are equal.
Example: 37965 is a smart number as 3+7+5 = 9 +6
. Similarly 52139 is also a smart number as 5+2+3 =
9
10
11
* Complete the 'findCount0fSmartNumbers' function below.
12
* The function is expected to return an INTEGER.
* The function accepts following parameters:
1. INTEGER A
* 2. INTEGERB
13
9+1.
14
137, 328 are not smart numbers.
15
16
Your task is to find all the smart numbers in the
17
*/
18
inclusive range [A,B] .
19
int findCountofSmartNumbers(int A, int B) {
20
21 }
Input
22
23 > int main()---
You will be given two integers A, B.
You need to complete the function where the above
integers will be given as an argument.
Output
Return the number of smart numbers in the
inclusive range [A,B].
Constraints
1s ASBS 109
B-A s 106
Line: 9 Col:](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F0262c52b-6ed5-4d62-a9e6-892d2b0b045b%2F86712001-c1f2-42db-8f0f-b5b199b7b67f%2Fz2c2u3_processed.png&w=3840&q=75)
Transcribed Image Text:3. Smart Numbers
language C++
G autocomplete.ready O
1 > #include <bits/stdc++.h>
A number is called a smart number if it's digits can
be partitioned into two sets such that the sum of the
digits in both sets are equal.
Example: 37965 is a smart number as 3+7+5 = 9 +6
. Similarly 52139 is also a smart number as 5+2+3 =
9
10
11
* Complete the 'findCount0fSmartNumbers' function below.
12
* The function is expected to return an INTEGER.
* The function accepts following parameters:
1. INTEGER A
* 2. INTEGERB
13
9+1.
14
137, 328 are not smart numbers.
15
16
Your task is to find all the smart numbers in the
17
*/
18
inclusive range [A,B] .
19
int findCountofSmartNumbers(int A, int B) {
20
21 }
Input
22
23 > int main()---
You will be given two integers A, B.
You need to complete the function where the above
integers will be given as an argument.
Output
Return the number of smart numbers in the
inclusive range [A,B].
Constraints
1s ASBS 109
B-A s 106
Line: 9 Col:
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