Question

question 1-9. a certain plant grows to a height that is greater than 2 inches but no more than 8 inches. what are the possible values for the height of the plant? graph the solution on the number - line by first selecting the type of line/arrow you want to draw and then dragging it to the correct locations. height of plant (inches):

Explanation:

Step1: Identify the inequality

The height \(h\) of the plant satisfies the inequality \(2 < h\leqslant8\).

Step2: Interpret for graphing on number - line

On the number - line, we use an open circle at \(2\) (because \(h>2\), \(2\) is not included) and a closed circle at \(8\) (because \(h\leqslant8\), \(8\) is included), and draw a line segment connecting them.

Answer:

The possible values for the height of the plant are all real numbers \(h\) such that \(2 < h\leqslant8\). On a number - line, we represent this with an open circle at \(2\) and a closed circle at \(8\) and a line segment between them.