Find the number of ideal integers within the given segment [low, high] inclusive. An ideal number is a positive integer that has only 3 and 5 as prime divisors. An ideal number can be expressed in the form of 3^x*5^y, where x and y are non-negativeintegers

low = 10 high = 50 count = 0 for i in range (low, high + 1) : if (i % 3 = = 0 and i % 5 = = 0) : count + = 1 print (count)

Explanation:

The solution code is written in Python.

We can create low and high variables to store the lower bound and upper bound in the range (Line 1-2)

Next create a counter variable, count (Line 3).

Use a for loop to traverse through the number between lower bound and upper bound and check if the current number-i is divisible by 3 and by 5, increment the count by one.

After the loop, print the count and we can get the number of ideal integers within the range (Line 8).