Question

Jens Garden is 4 feet wide and has an area in 28 ft.² what is the length of Jens garden how do you know

Answer 1

$\huge\boxed{7\ \text{feet}}$

We will assume Jen's garden is rectangular.

Take the formula for the area of a rectangle, where $A$ is the area, $l$ is the length, and $w$ is the width.

$A=lw$

Substitute in the known values.

$28=l4\to28=4l$

Divide both sides by $4$.

$\boxed{7}=w$

Answer 2

Given:

• Wide ( breadth) = 4 feet

• Area of given rectangle = 28 ft²

To find out:

What is the length of jens garden?

Formula used:

Area of rectangle = Length × Breadth

Solution:

Let the length be l .

⋆ According to question:-

$\sf \purple{Area \: of \: rec. = Length \times Breadth }$

Substituting the values of breadth and area of rectangle.

$: \implies28 = l \times 4$

$: \implies \: l = \cancel \frac {28}{4}$

$: \implies \sf \bold{ l = 7 \: feet}$

Hence, The length of given rectangle is 7 feet .