A forest owned by the Jumbo Lumber Corporation contains 7,820 trees. If Jumbo Lumber cuts down 77 trees every day, which function can be used to find the number of trees, n, left in the forest after t days

A.
n(t) = 7,820 - 77t
B.
n(t) = 7,820t - 77(my guess)
C.
n(t) = (7,820-77)t
D.
n(t) = 7,820 + 77t

Identical post to this

https://www.jiskha.com/display.cgi?id=1510190947

which I had answered yesterday.
Why are you reposting it ?

To find the number of trees, n, left in the forest after t days, we need to consider the initial number of trees (7,820) and the rate at which trees are being cut down each day (77 trees).

Since the trees are being cut down at a constant rate, we can use the formula:
n(t) = initial number of trees - (rate * number of days)

In this case, the initial number of trees is 7,820 and the rate at which trees are being cut down is 77 per day. So the correct function to find the number of trees, n, left in the forest after t days is:

A. n(t) = 7,820 - 77t