Algorithm Analysis: Primitive Operations

How many primitive operations are involved in initializing the variable currentMax to A?

What is the role of the initialization step for counter i in the algorithm?

Which type of operations are counted when analyzing algorithms like arrayMax?

How many primitive operations are executed during the initialization of counter i?

Why is it important to analyze the number of primitive operations in an algorithm?

Primitive Operations in Algorithm Analysis

Assigning a value to a variable like currentMax is considered a primitive operation.
It involves a single step that doesn't break down into further steps.
Initializing a variable sets its initial value, usually at the start of an algorithm.
For currentMax, initializing it to A takes one primitive operation.
Initializing the counter i sets the starting point for the loop.
It's necessary to start counting from a specific position, in this case, likely the beginning of an array.
Primitive operations analyzed in algorithms include assignments, comparisons, and arithmetic operations.
These operations are considered fundamental building blocks of an algorithm.
Initializing i to a value, for example, 1, also takes one primitive operation.
Analyzing the number of operations helps determine how efficiently an algorithm performs.
It allows developers to compare different algorithms for the same task and select the most efficient one.

This quiz focuses on counting primitive operations in algorithm analysis, specifically using the example of the arrayMax algorithm to find the maximum value in an array. You'll explore initialization, loop operations, and the total operation count involved in this process.