Rectangle length = 68m width 4 times less find the perimeter and area the team planted trees for 4 days

Rectangle length = 68m width 4 times less find the perimeter and area the team planted trees for 4 days, 178 trees per day left to plant 288 trees how many trees needed to be planted?

1. Find the width of the rectangle if it is 4 times less than its length:
68/4 = 17 m.
2. Find the perimeter by the formula P = 2a + 2b, where P is the perimeter of a rectangle with sides a and b:
P = 2 * 68 + 2 * 17 = 136 + 34 = 170 m.
3. Find the area of ​​the same rectangle by the formula S = a * b, where S is the area of ​​a rectangle with sides a and b:
S = 68 * 17 = 1156 m2.
Answer: the perimeter is 170 m, the area is 1156 m2.

1. Let’s find how many trees the team planted in 4 days:
4 * 178 = 712 trees.
2. Find how many trees the team needs to plant if there are still 288 left, add the planted trees with the remaining ones:
288 + 712 = 1000 trees.
Answer: the team must plant 1000 trees.