Question

1. tamia compra 2 bolsas de caramelos. cada bolsa contiene 7 piezas de caramelo. a. dibuja una matriz que muestre cuántos caramelos tiene tamia en total.

Explanation:

Step1: Understand the problem

Tamia has 2 bags, each with 7 candies. A matrix (or array) can represent the number of candies in each bag. We can draw a matrix with 2 rows (representing the 2 bags) and 1 column (or 7 columns if we represent each candy), but a simple way is to have 2 rows, each with 7 elements (candies) or a 2x7 matrix where each cell is a candy. Alternatively, a 2 - row matrix where each row has 7 candies. Let's represent each candy as a dot or a number.

Step2: Draw the matrix

We can create a matrix with 2 rows (for the 2 bags) and 7 columns (for the 7 candies in each bag). So:

Row 1 (Bag 1): $\bullet\ \bullet\ \bullet\ \bullet\ \bullet\ \bullet\ \bullet$

Row 2 (Bag 2): $\bullet\ \bullet\ \bullet\ \bullet\ \bullet\ \bullet\ \bullet$

To find the total, we can count the number of $\bullet$s. There are 2 rows and 7 columns, so total candies = $2\times7 = 14$. But the main task here is to draw the matrix. The matrix can be visualized as:

Bag 1	$\bullet$	$\bullet$	$\bullet$	$\bullet$	$\bullet$	$\bullet$	$\bullet$

Answer:

The matrix can be drawn with 2 rows (representing the 2 bags) and 7 columns (representing the 7 candies in each bag), where each cell contains a symbol (e.g., $\bullet$) for a candy. The total number of candies is $2\times7 = 14$. The matrix visualization is as shown above.