Roberto measured his garden to be 10 feet by 12 1/2 feet. He plants vegetables in one-half of the garden. What is the area of his vegetable garden?

Verified Answer :

Well first you need to find the total area of the garden.
10x12.5=125 feet.

Now your need to find half of that.

125\2= 62.5

Where-as,
Roberto's vegatable garden is 62.5 in area

Answer:

The area of a vegetable garden is 62.5 feet² .

Step-by-step explanation:

Formula

Area of a rectangle = Length × Breadth

As given

\(Roberto\ measured\ his\ garden\ to\ be\ 10 feet\ by\ 12 \frac{1}{2}\ feet.\)

I.e

\(Roberto\ measured\ his\ garden\ to\ be\ 10 feet\ by\ \frac{25}{2}\ feet.\)

\(Roberto\ measured\ his\ garden\ to\ be\ 10 feet\ by\ 12.5\ feet.\)

As He plants vegetables in one-half of the garden.

Than

\(Area\ of\ vegetable\ garden = \frac{1}{2}\times Length\times Breadth\)

Put the value in the above

\(Area\ of\ vegetable\ garden = \frac{1}{2}\times 10\times 12.5\)

\(Area\ of\ vegetable\ garden = \frac{1\times 125}{2}\)

Area of vegetable garden = 62.5 feet²

Therefore the area of a vegetable garden is 62.5 feet² .