swift
Parameters: (start: Int, end: Int) -> Int
Function requires start and end of range, both integers.
Returns: This function returns an integer, the sum of the cubes.
Dive into the Swift language by learning to code a function that finds the sum of cube numbers in a certain range. This exercise combines both mathematical and programming principles.
Hello, dear programmer. Welcome to our blog post. Without any unnecessary hassle, we're here to guide you through some straightforward steps. In this post, we’re going to dive deep into a Swift function - find-sum-cubes-range. This function finds the sum of the cubes within a specified range. So, seat-back, clear your mind from all distractions and prepare yourself to acquire some valuable knowledge. Happy Coding!
The first step is to clearly understand the problem. We need to write a function find-sum-cubes-range
which takes two parameters, start and end, and returns the sum of the cubes of all the numbers in this range (both inclusive).
func findSumCubesRange(start: Int, end: Int) -> Int {
// implementation goes here
}
With this function, we have defined our start number and end number as Int
inputs and our return is also an Int
, which will be the sum of cubes of all the numbers between the start and end values, including both.
To traverse through the given range from start to end (inclusive), we need to use a for loop.
func findSumCubesRange(start: Int, end: Int) -> Int {
for number in start...end {
// perform cube operation and sum it up
}
}
Now, within our loop, we need to cube the current number and add it to our sum. We start with setting our sum to 0 before the loop.
func findSumCubesRange(start: Int, end: Int) -> Int {
var sum = 0
for number in start...end {
sum += number * number * number
}
return sum
}
Finally, our function is ready which can take a range and return the sum of the cubes of all the numbers in that range.
func findSumCubesRange(start: Int, end: Int) -> Int {
var sum = 0
for number in start...end {
sum += number * number * number
}
return sum
}
With this function, we can get the sum of cubes in any range, and it can be extended further to perform any operation on the range.
This function applies the principle of cubic numbers, which are the result of multiplying a number by itself twice (`n*n*n`). The sum is a cumulative addition of all the cubic numbers within the specified range. This function iterates within the range, cubes each number, then adds them to a running total.
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