Answer:
Given that,
Height of road roller, h = 1 m = 100 cm
Diameter of road roller, d = 84 cm
So, radius of road roller, r = 42 cm
So, Area of road covered in one revolution = Curved Surface area of cylindrical road roller
So,
\begin{gathered}\sf \: Area_{(Road\:covered\:in\:1\:revolution)} = 2\pi \: r \:h \\ \\ \end{gathered}
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Answers & Comments
Answer:
Given that,
Height of road roller, h = 1 m = 100 cm
Diameter of road roller, d = 84 cm
So, radius of road roller, r = 42 cm
So, Area of road covered in one revolution = Curved Surface area of cylindrical road roller
So,
\begin{gathered}\sf \: Area_{(Road\:covered\:in\:1\:revolution)} = 2\pi \: r \:h \\ \\ \end{gathered}