Answer:
The farmer planted 22 trees, 17 trees, 15 trees, on consecutive three days.
Step-by-step explanation:
Number of trees planted by Farmer = 54 trees in 3 days
On the first day he planted 5 more trees than on the second day,
And 2 less trees on the third day than on the second day. Â
We have to find how many trees did he plant each day?
Let the number of trees planted on second day be n trees.
Now, number of trees planted on 1st day will be n + 5 tress
And, number of trees planted on 3rd day will be n – 2 tress.
Then, total trees planted = 54 Â
=>trees planted on 1st day + trees planted on 2nd day + trees planted on 3rd day = 54 Â
=>n+ 5 + n + n – 2 = 54 Â
=>n + n + n + 5 – 2 = 54 Â
=>3n + 3 = 54 Â
=>3n = 54 – 3 Â
=>3n = 51 Â
=>[tex]n=\frac{51}{3}[/tex]
=>n = 17 Â
So, number of trees planted on 2nd day are 17 tress.
Then, on 1st day = 17 + 5 = 22 trees and on 3rd day = 17 – 2 = 15 trees
