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The diameter of a roller 1m long is 84 cm. If it takes 200 complete revolutions to level ground, what is the area of the ground? 
  • a)
    1320 m2
  • b)
    628 m2
  • c)
    528 m2
  • d)
    264 m2
Correct answer is option 'C'. Can you explain this answer?
Most Upvoted Answer
The diameter of a roller 1m long is 84 cm. If it takes 200 complete re...
Radius of roller = 84/2 = 42cm
h = 100cm
Area covered by the roller in 200 
Revolutions = 200 × 2πrh

= 4 × 22 × 6 
= 88 × 6 = 528 m2
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Community Answer
The diameter of a roller 1m long is 84 cm. If it takes 200 complete re...
Given Data
- Length of the roller: 1 m (100 cm)
- Diameter of the roller: 84 cm
- Number of revolutions: 200
Step 1: Calculate the Radius
- Radius = Diameter / 2
- Radius = 84 cm / 2 = 42 cm
Step 2: Calculate the Circumference of the Roller
- Circumference = 2 * π * Radius
- Circumference = 2 * 3.14 * 42 cm
- Circumference ≈ 263.76 cm
Step 3: Convert Circumference to Meters
- Circumference in meters = 263.76 cm / 100 = 2.6376 m
Step 4: Calculate the Area Covered in One Revolution
- Area covered in one revolution = Circumference * Length of the roller
- Area = 2.6376 m * 1 m = 2.6376 m²
Step 5: Calculate the Total Area for 200 Revolutions
- Total Area = Area per revolution * Number of revolutions
- Total Area = 2.6376 m² * 200
- Total Area = 527.52 m²
Final Calculation and Result
- Rounding 527.52 m² gives approximately 528 m².
- Therefore, the area of the ground leveled by the roller after 200 revolutions is 528 m².
Correct Option
- The correct answer is option 'C': 528 m².
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