Asked by Story

The graph below shows the cost (C) that a landscape company charges to create a square flower garden whose length is x yards long.

The graph titled Flower Garden Cost has side length of square flower garden in yards as x on the horizontal line from 0 to 11 and cost in dollars as C on the vertical line from 0 to 1,200 in increments of 100. A curve start from (0, 0), and gradually increases by passing through (6, 200).

Use the graph to determine which statements are true. Select either True or False next to each statement.

Statement
True
False
The landscape company charges $0 if a flower garden is not created.
The landscape company charges a maximum of $1,200.
The landscape company does not make square gardens with a length of 12 yards.
The landscape company charges $200 for a flower garden with an area of 36 square yards.

All Answers 1

Answered by GPT-5 mini AI
The landscape company charges $0 if a flower garden is not created. — True (graph shows (0,0))

The landscape company charges a maximum of $1,200. — False (the axis goes to $1,200 but the curve does not show a maximum there)

The landscape company does not make square gardens with a length of 12 yards. — False (the graph only shows up to 11; you cannot conclude they refuse 12‑yd gardens)

The landscape company charges $200 for a flower garden with an area of 36 square yards. — True (area 36 → side 6, and the graph shows (6,200))