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The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.?
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The base of a triangular field is 880 m and it's height is 550m. Find ...
Calculating the Area of the Triangular Field
To find the area of a triangular field, we use the formula:
Area = (Base × Height) / 2
Given:
- Base = 880 m
- Height = 550 m
Let's calculate the area step by step:
- Step 1: Multiply the base and height.
Area = 880 m × 550 m = 484,000 m²
- Step 2: Divide the result by 2.
Area = 484,000 m² / 2 = 242,000 m²
Thus, the area of the triangular field is 242,000 m².
Calculating Water Supply Charges
The next step is to determine the charges for supplying water to this field. The cost is given as:
Rate = 25 Rupees per square meter.
- Step 1: Multiply the area of the field by the rate per square meter.
Charges = Area × Rate
Charges = 242,000 m² × 25 Rupees/m²
- Step 2: Calculate the total charges.
Charges = 6,050,000 Rupees
Therefore, the total charges for supplying water to the field amount to 6,050,000 Rupees.
Summary
- Area of the triangular field: 242,000 m²
- Charges for water supply: 6,050,000 Rupees
This step-by-step process helps in understanding how to calculate both the area of the triangular field and the corresponding charges for water supply efficiently.
To find the area of a triangular field, we use the formula:
Area = (Base × Height) / 2
Given:
- Base = 880 m
- Height = 550 m
Let's calculate the area step by step:
- Step 1: Multiply the base and height.
Area = 880 m × 550 m = 484,000 m²
- Step 2: Divide the result by 2.
Area = 484,000 m² / 2 = 242,000 m²
Thus, the area of the triangular field is 242,000 m².
Calculating Water Supply Charges
The next step is to determine the charges for supplying water to this field. The cost is given as:
Rate = 25 Rupees per square meter.
- Step 1: Multiply the area of the field by the rate per square meter.
Charges = Area × Rate
Charges = 242,000 m² × 25 Rupees/m²
- Step 2: Calculate the total charges.
Charges = 6,050,000 Rupees
Therefore, the total charges for supplying water to the field amount to 6,050,000 Rupees.
Summary
- Area of the triangular field: 242,000 m²
- Charges for water supply: 6,050,000 Rupees
This step-by-step process helps in understanding how to calculate both the area of the triangular field and the corresponding charges for water supply efficiently.
Community Answer
The base of a triangular field is 880 m and it's height is 550m. Find ...
2,42,000m , rupees 60,50,000
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The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.?
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The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.? for Class 8 2024 is part of Class 8 preparation. The Question and answers have been prepared according to the Class 8 exam syllabus. Information about The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.? covers all topics & solutions for Class 8 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.?.
The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.? for Class 8 2024 is part of Class 8 preparation. The Question and answers have been prepared according to the Class 8 exam syllabus. Information about The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.? covers all topics & solutions for Class 8 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for The base of a triangular field is 880 m and it's height is 550m. Find the area of the field . Also calculate the charges for supplying water to the field at the rate of rupees 25 per square mater.?.
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