
Найти минимальный элемент среди положительных элементов исходного массива.Записать в виде
блок-схемы.

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Ответ:
на картинке все есть




As an AI language model, I cannot create visual representations like block diagrams directly. However, I can provide you with a textual description of the algorithm to find the minimum element among positive elements in an array. You can use this description to create the block diagram manually.
Here's the algorithm in pseudocode:
Initialize a variable
minPositive
to a very large value (e.g.,+∞
) to keep track of the minimum positive element found so far.Iterate through each element in the array.
- If the current element is positive (greater than zero), compare it with the current value of
minPositive
.- If the current element is smaller than
minPositive
, updateminPositive
to the value of the current element.
- If the current element is smaller than
- If the current element is positive (greater than zero), compare it with the current value of
After iterating through the entire array, the variable
minPositive
will hold the minimum positive element.If
minPositive
is still equal to+∞
, it means there were no positive elements in the array.
Here's a textual representation of the algorithm in a more structured form:
cminPositive = +∞
for each element in the array:
if element > 0:
if element < minPositive:
minPositive = element
if minPositive == +∞:
// No positive elements found in the array.
else:
// minPositive holds the minimum positive element found.
Now, you can use this algorithm to create a block diagram manually using standard flowchart symbols. The block diagram will show the flow of the algorithm's steps to find the minimum positive element in the array.


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