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Consider the following declarations: const int CAR_TYPES = 5; const int COLOR_TYPES = 6; double sales[CAR_TYPES][COLOR_TYPES]; a. How many components does the array sales have? b. What is the number of rows in the array sales? c. What is the number of columns in the array sales? d. To sum the sales by CAR_TYPES, what kind of processing is required? e. To sum the sales by COLOR_TYPES, what kind of processing is required?

Short Answer

Expert verified
a. 30 components; b. 5 rows; c. 6 columns; d. Row-wise summation; e. Column-wise summation.

Step by step solution

01

Calculate Total Array Components

The total number of components in a multi-dimensional array is calculated by multiplying the size of each dimension together. For the array `sales`, which has dimensions `CAR_TYPES` and `COLOR_TYPES`, calculate the total components as follows: ``` Total components = CAR_TYPES * COLOR_TYPES = 5 * 6 = 30 ``` Thus, the array `sales` has 30 components.
02

Determine Number of Rows

The number of rows in a multi-dimensional array corresponds to the size of its first dimension. In the given array `sales`, the first dimension is `CAR_TYPES`: ``` Number of rows = CAR_TYPES = 5 ``` Therefore, the array `sales` has 5 rows.
03

Determine Number of Columns

The number of columns in a multi-dimensional array corresponds to the size of its second dimension. In the given array `sales`, the second dimension is `COLOR_TYPES`: ``` Number of columns = COLOR_TYPES = 6 ``` Thus, the array `sales` has 6 columns.
04

Summing Sales by CAR_TYPES

To sum sales by `CAR_TYPES`, we process the array by iterating over each row and summing all the elements within each row. This will result in a total sales figure for each car type. Use a loop that runs over each car type, and inside the loop, sum the values of the respective row.
05

Summing Sales by COLOR_TYPES

To sum sales by `COLOR_TYPES`, we process the array by iterating over each column and summing all the elements within each column. This results in a total sales figure for each color type. Use nested loops where the outer loop iterates over columns and the inner loop sums the values of the respective column across all rows.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Array Processing
Arrays are fundamental in programming. They allow us to handle large sets of data in an organized manner. A multi-dimensional array is essentially an array within an array, used for more complex data structures.
In our exercise, the `sales` array is a multi-dimensional array with dimensions defined by `CAR_TYPES` and `COLOR_TYPES`. Thus, it can store sales data for different types and colors of cars. The array processing involves determining the size and dimensions, accessing elements, and iterating over these elements.
This often requires understanding of how arrays are indexed and the operations you can perform on them, such as summation, sorting, and searching. Carefully managing indices is crucial to ensure accurate results during these operations.
Nested Loops
Nested loops are essential when dealing with multi-dimensional arrays. A nested loop means placing one loop inside another. The outer loop generally iterates over rows, while the inner loop iterates over columns or vice versa.
In our sales data example, to sum up values for each `CAR_TYPES`, a loop is used to iterate over rows (each car type), and within that, another loop might iterate across the `COLOR_TYPES` to sum them together. This technique effectively navigates through the matrix structure of the array.
Although powerful, nested loops can become complex and may impact the efficiency of your program, especially if your data size scales up. To counter this, ensuring your loops are structured correctly and possibly optimizing where necessary is key.
Sales Summation
Summing sales for different classifications, such as by car types or color types, requires a clear understanding of how data is structured in arrays.
For summing sales by `CAR_TYPES`, an approach is to iterate through each row of the array, accumulating the sum of sales for each car type. Conversely, to sum sales by `COLOR_TYPES`, you loop through each column, possibly using nested loops to navigate through each color across all car types.
By doing this, you can obtain meaningful insights from the data, such as understanding which car or color type generates the most sales. Properly summing these sales helps in making informed business decisions based on data.
C++ Programming
In C++, working with multi-dimensional arrays involves utilizing C++ specific syntax and practices. Arrays in C++ are declared with dimensions, such as `sales[CAR_TYPES][COLOR_TYPES]`, which conveniently allocates space for the data.
Processing these arrays leverages the power of functions and loops in C++. C++ offers flexibility with pointers and memory manipulation, allowing for fine-tuned control over array processing. Though this flexibility requires careful handling, it enables efficient manipulation of data.
Understanding scope, types, and memory management in C++ is vital. Debugging tools are available in most modern C++ environments to check for errors or memory mismanagement, which is crucial when working with more extensive data sets like multi-dimensional arrays.

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Most popular questions from this chapter

Correct the following code so that it correctly initializes and outputs the elements of the array myList. int myList[10]; for (int i = 1; i <= 10; i++) cin >> myList; for (int i = 1; i <= 10; i++) cout << myList[i] << " "; cout << endl;

Write C++ statements to do the following: a. Declare an array beta of 20 components of type double. b. Initialize each component of the array beta to 0. c. Output the value of the fifth component of the array beta. d. Set the value of the ninth component of the array beta to 70.50. e. Set the value of the twelth component of beta to four times the value of the eighth component of beta minus 15. f. Use a for loop to output the value of a component of beta if its index is a multiple of 3. g. Output the value of the last component of beta. h. Output the value of beta so that ten components per line are printed.

Sort the following list using the selection sort algorithm as discussed in this chapter. Show the list after each iteration of the outer for loop. 36, 55, 17, 35, 63, 85, 12, 48, 3, 66

What is the output of the following program segment? double temp[5]; for (int i = 0; i < 5; i++) temp[i] = pow(i, 2.0) + 2; for (int i = 0; i < 5; i++) cout << temp[i] << " "; cout << endl; temp[0] = pow(temp[1], 3); temp[1] = temp[4] - temp[2]; temp[2] = temp[0] - 5; for (int i = 0; i < 5; i++) cout << temp[i] << " "; cout << endl;

Correct the following code so that it correctly sets the value of each element of myList to the index of the element. int myList[10]; for (int i = 1; i <= 10; i--) myList[i] = [i];

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