A certain species of tree grows an average of 0.5 cm per week. Write an equation for the sequence that represents the weekly height of this tree in centimeters if the measurements begin when the tree is 800 centimeters tall?

looks like

height = .5n + 800 , where n is the number of weeks

To write an equation for the sequence that represents the weekly height of the tree, we can use the formula:

Height(n) = Initial Height + Growth Rate * Week

In this case, the initial height of the tree is 800 centimeters, and the growth rate is 0.5 cm per week. Let's denote the week as 'n'.

Therefore, the equation would be:

Height(n) = 800 + 0.5n

To write an equation that represents the weekly height of the tree, we need to consider the information given. We know that the tree grows an average of 0.5 cm per week, and the measurements begin when the tree is 800 centimeters tall.

Let's denote the weekly height of the tree as H(n), where n represents the number of weeks since the measurements began. We can then express H(n) using the given information:

H(n) = 800 + 0.5n

In this equation, 800 represents the initial height of the tree, and 0.5n represents the growth over n weeks (0.5 cm per week multiplied by the number of weeks).

By plugging in different values of n, we can find the weekly height of the tree at any given week.

Best Answer: C. The measurements begin when the tree is 8 m = 800 cm tall and grow 5.5 cm

per week, so that h(n) = 800 + 5.5*n.