A while
loop works perfectly for situations where the number of iterations isn't known in advance, e.g., finding a prime number. When we do know the number of iterations, it's better to use a for
loop.
Let's have a look at a function that reverses strings using a for
loop:
<?php
function reverseString($str)
{
$result = '';
for ($i = 0; $i < strlen($str); $i += 1) {
$currentChar = $str[$i];
$result = "{$currentChar}{$result}";
}
return $result;
}
https://replit.com/@hexlet/php-basics-for-reversestring
You can read it like this: «the loop with index $i
repeats until $i < strlen($str)
and after each step increases $i
by 1».
while
Other than that, it works exactly the same as a while
loop.
Implement a function called sumOfSeries()
, which counts the sum of a series of integers. A series is given using two numbers, a start number and an end number.
The function takes two number arguments and returns the sum of the series. For example, if you pass 4
and 7
as arguments, the sum will be 4 + 5 + 6 + 7 = 22
.
<?php
sumOfSeries(1, 2); // 3
sumOfSeries(1, 3); // 6
sumOfSeries(4, 7); // 22
If the initial and final numbers are equal, the result will be the same number:
<?php
sumOfSeries(1, 1); // 1
If you've reached a deadlock it's time to ask your question in the «Discussions». How ask a question correctly:
Tests are designed so that they test the solution in different ways and against different data. Often the solution works with one kind of input data but doesn't work with others. Check the «Tests» tab to figure this out, you can find hints at the error output.
It's fine. 🙆 One task in programming can be solved in many different ways. If your code passed all tests, it complies with the task conditions.
In some rare cases, the solution may be adjusted to the tests, but this can be seen immediately.
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Your exercise will be checked with these tests:
1<?php
2
3namespace HexletBasics\Loops\ForLoop;
4
5use PHPUnit\Framework\TestCase;
6
7class Test extends TestCase
8{
9 public function test()
10 {
11 require 'index.php';
12 assert(sumOfSeries(1, 1) === 1);
13 assert(sumOfSeries(1, 2) === 3);
14 assert(sumOfSeries(7, 9) === 24);
15 }
16}
17
Teacher's solution will be available in: