Answer:
-2755 plants
-40mg is left.
Explanation:
Given the fertilizer amount is 1.08kg, and the amount per plant per year is (4*98mg):
#convert the weight of the fertilizer into grams then divide by quantity per plant to determine number of plants;
![Number \ of \ plants=(Fertilizer \ Amount)/(Quantity \ per \ plant)\\\\=(1.08* 1000000)/(98\ mg* 4)\\\\=2755.1\approx2755](https://img.qammunity.org/2021/formulas/mathematics/high-school/tqj0iirouab1tgh9apk6lypdlccx5pxd5h.png)
-There are 2755 plants planted.
-We subtract the fertilizer used from the total to find what is left:
![Left=Total -Used\\\\=1080000\ mg-(2755*98*4)\\\\=40\ mg](https://img.qammunity.org/2021/formulas/mathematics/high-school/mlpqa58guisuv1htaob1xizatjoa0rgg06.png)
Hence, 40 mg of the fertilizer is left over.