Final answer:
To find the total of the series 1/30 + 2/29 + ... + 30/1, you can write a loop that runs from 1 to 30, each time adding the quotient of the iterator and 31 minus the iterator to a cumulative total.
Step-by-step explanation:
To calculate the total of the series 1/30 + 2/29 + 3/28 + ……..29/2 + 30/1, we can write a loop that iterates from 1 to 30. On each iteration, we add the quotient of the iterator divided by the difference between 31 and the iterator to a running total.
Example of Loop in Pseudocode:
total = 0
for i in range(1, 31):
total += i / (31 - i)
At the end of the loop, the variable total would hold the sum of the entire series.
To calculate the total of the given series of numbers, you can use a loop in programming. Here is an example of how the loop can be implemented in Python. This loop starts with i=1 and goes up to i=30. For each value of i, it adds i divided by (31 - i) to the total. Finally, it prints the total. By running this loop, you can calculate the sum of the series.
To calculate the total of the given series of numbers, you can use a loop in programming. Here is an example of how the loop can be implemented in Python:
total = 0
for i in range(1, 31):
total += i / (31 - i)
print(total)
This loop starts with i=1 and goes up to i=30. For each value of i, it adds i divided by (31 - i) to the total. Finally, it prints the total. By running this loop, you can calculate the sum of the series.