If a fencing material costs ₱250 per meter, what will be the cost of fencing a triangular lot as shown?

Perimeter = 3s

Perimeter = 3 x 50 m = 150 m

The perimeter of the lot is ____ m.

Cost of fencing = ____ x ₱250 = ____

The total cost of fencing is ₱37,500.

To calculate the total cost of fencing a triangular lot, we need to follow these steps:

Determine the Perimeter:
The formula for the perimeter of an equilateral triangle (a triangle where all sides are equal) is given as P = 3 s . Here, s represents the length of one side of the triangle.
Given: s = 50 m
Therefore, the perimeter P is: P = 3 × 50 m = 150 m

Calculate the Cost of Fencing:
The cost of fencing is calculated by multiplying the total length of the fence needed by the cost per meter.
Given: Cost per meter = ₱250
Total cost = Total length × Cost per meter
Thus, the total cost of fencing is: 150 m × ₱250 = ₱37 , 500


Therefore, the total cost of fencing the triangular lot is ₱37,500 .

Answered by danjohnbrain | 2025-07-21

Perimeter = 3 × 50 ​ = 150 ​ m
The perimeter of the lot is 150 m .
Cost of fencing = 150 ​ × P 250 = P 37 , 500 ​
The total cost of fencing is ₱37,500 . ;

Answered by semsee45 | 2025-07-22

The perimeter of the triangular lot is 150 meters, calculated using the formula for the perimeter of an equilateral triangle. The total cost of fencing, at ₱250 per meter, results in a total of ₱37,500. Thus, the complete cost for fencing the lot is ₱37,500.
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Answered by danjohnbrain | 2025-07-22