Question

Bamboo is one of the fastest-growing plants. A typical growth rate for bamboo in temperate climates is 3-10 centimeters per day during the growth season. Which of the following equations, where t represents time in days, and L represents length in centimeters, could be descriptions of the growth of a bamboo plant? Select all that apply.  A.L=1.1t  B.L=2.5t  C.L=3.6t  D.L=7.1t  E.L=9.3t  F.L=10.4t

Answer 1

The growth of a bamboo plant can be described using linear equations such as C.L = 3.6t, E.L = 9.3t, and F.L = 10.4t.

Step-by-step explanation:

The growth of a bamboo plant can be described using the equations C.L = 3.6t, E.L = 9.3t, and F.L = 10.4t.

These equations represent a linear relationship between the length of the bamboo plant (L) and time (t), where the growth rate is constant.

For example, if t = 1, the length of the bamboo plant would be 3.6 cm, 9.3 cm, or 10.4 cm depending on which equation you use.

Answer 2

Since its 3 through 10 centimeters per day the answers would be

C.L=3.6t
D.L=7.1t
E.L=9.3t

(I am really not sure of this)