Answer:
The required equation is \(h=3+1.5x\), where h is height and x is number of months.
Step-by-step explanation:
The height of the flower is the sum of initial height and variable height.
Let h is height, h₀ is initial height, m is average growth rate and x is number of months, then the height of the flower is
\(h=h_0+mx\)
It is given that the initial height of the flower is 3 inches and the average growth rate is 1.5. So the height of the flower is model by the equation
\(h=3+1.5x\)
Therefore the required equation is \(h=3+1.5x\), where h is height and x is number of months.
