mr. goggins planted 10 rows of beans, 10 rows of squash, 10 rows of tomatoes, and 10 rows of cucumbers in his garden. he put 22 plants in each row. draw an area model, label each part, and then write an expression that represents the total number of plants in the garden.

im new to class

Did you draw an area model?

i have no clue

this is google

yooooo wassup

To answer this question, let's start by drawing an area model representing Mr. Goggins' garden.

Here's an area model representing the garden:

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In this drawing, each vertical rectangle represents a row, and each horizontal rectangle represents a plant within that row. Now let's label each part.

The first 10 rows are for beans, the next 10 for squash, then tomatoes, and finally cucumbers.

Now, let's write an expression that represents the total number of plants in the garden.

To find the total number of plants, we need to multiply the number of rows in each crop by the number of plants in each row.

The number of plants in each row is given as 22, and the number of rows for each crop is 10.

So the expression to represent the total number of plants in the garden is:
(10 rows of beans) * (22 plants per row) + (10 rows of squash) * (22 plants per row) + (10 rows of tomatoes) * (22 plants per row) + (10 rows of cucumbers) * (22 plants per row)

Simplifying the expression, we get:
(10 * 22) + (10 * 22) + (10 * 22) + (10 * 22)

Combining like terms, we get:
220 + 220 + 220 + 220

Finally, adding the numbers together, we find that the expression simplifies to:
880

Therefore, the total number of plants in Mr. Goggins' garden is 880.