Rectangle Perimeter: Solving for x

A rectangle has a length of $x + 3$ and a width of $x$. If the perimeter is 26 inches, which equation can be used to correctly solve for $x$?

A rectangular garden has a width of $x$ meters and a length of $x + 3$ meters. If the perimeter of the garden is 26 meters, what is the width ($x$) of the garden?

A rectangle has a perimeter of 26 inches. If the length is 3 inches more than the width, what is the area of the rectangle?

What is value of $x$ if a rectangle, with perimeter 26 inches, has one side with length $x$ and another side with length $x + 3$?

A rectangle's length is represented by $x + 3$ and its width by $x$. If the perimeter of this rectangle is 26, what expression represents its area?

For a rectangle with perimeter of 26 inches, if the width is $x$ inches and the length is $x + 3$ inches, what inequality represents possible values of $x$?

Consider a rectangle with one side measuring $x$ inches and the other $x + 3$ inches. Given the perimeter is 26 inches, if you increase $x$ by 1 inch, by how much does the perimeter increase?

If the perimeter of a rectangle is 26 inches and its sides are $x$ and $x + 3$, what will the perimeter be if both $x$ and $x + 3$ are doubled?

A rectangle has sides of length $x$ and $x + 3$. Given a perimeter of 26 inches, if the rectangle were unfolded into a straight line, how long would that line be?

A rectangle with a perimeter of 26 has sides $x$ and $x+3$. If a square is constructed with the side length equal to $x$, what is the perimeter of that square?