Problem 42824. Number construction I
Given a positive integer, n, return a, b, c and d, such that
1. n = a*sqrt(b)+c*sqrt(d)
2. a, b, c and d are all positive integers greater than 1
If a solution does not exist, set all four output variables to zero.
Example 1:
n = 41
a = 5
b = 16
c = 7
d = 9
Example 2:
n = 6
a = 0
b = 0
c = 0
d = 0
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Number Manipulation III
- 15 Problems
- 14 Finishers
- Convert integer to base26 using letters
- Convert float to base N
- Find the gcm of n given values
- Number construction I
- Number construction II
- Number construction III
- Integer complexity
- Integer complexity (Large numbers)
- Replace values out of an interval with the lower or upper values
- Convert decimal to binary and then generate the minimum binary it can with jumbling
- Binary Inversion
- Fill an array given a sum and array length values
- Test if two numbers have the same digits
- Sum the Digits of a Number
- Number of digits in an integer
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