If a container has 5 rows of boxes that are stacked 3 boxes high and 2 boxes deep, how many boxes are in the container?

Container has some boxes in it. Total number of boxes in the container is 30.

Given information:

The container has 5 rows.

The higher stack of the container has 3 boxes and The bottom stack has 2 boxes.

As, to find total, number of boxes we need to multiply the number of empty places available to put the boxes in each stack.

So, The total number of boxes will be the product of boxes in higher and bottom stack and the number of rows.

Hence, according to the above statements we can write total number of box (T) as:

Hence, total number of boxes in the container is 30.

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The total  number of boxes that are in the container are:

                              30 boxes.

It is given that:

     A container has 5 rows of boxes that are stacked 3 boxes high and 2 boxes deep.

This means that the total number of boxes is calculated as the product of number of boxes in a row multiply by the number of boxes along a column and the boxes above other i.e. the number of boxes in depth.

        Hence, the number of boxes are: 5×3×2=30 boxes.

on a coordinate grid, point a is at (−4.0, −2.4) and point b is at (4.0, −2.4). point b is a reflection of point a across the –axis. input either a lowercase x or i think is the right awnser

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