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Question :-
A open box is made of wood 3 cm thick. Its external length,breadth, and height are 1.46 m, 1.16 m and 8.3 dm respectively what is the cost of painting the inner surface at 50p per 100 square centimetre
Solution :- Thickness of open box = 3 cm = 0.03 m
External length (L) = 1.46 m
⇒ Internal length (l) = 1.46m – 2 × 0.03m = 1.4m
External breadth (B) = 1.16 m
⇒ Internal breadth (b) = 1.16m – 2 × 0.03m = 1.1m
External height (H) = 8.3 dm = 0.83m
⇒ Internal height (h) = 0.83 m – 0.03m = 0.8m
Inner surface area = lb + 2lh + 2bh
= 1.4m × 1.1m + 2 × 1.42m × 0.8m + 2 × 1.1m × 0.8m
1.560m2 + 2.272m2 + 1.76m2
= 5.592m2
cost of painting 1m2 = Rs 50
⇒ cost of painting inner surface area = Rs 50 × 5.592 = Rs 296
A open box is made of wood 3 cm thick. Its external length,breadth, and height are 1.46 m, 1.16 m and 8.3 dm respectively what is the cost of painting the inner surface at 50p per 100 square centimetre
Solution :- Thickness of open box = 3 cm = 0.03 m
External length (L) = 1.46 m
⇒ Internal length (l) = 1.46m – 2 × 0.03m = 1.4m
External breadth (B) = 1.16 m
⇒ Internal breadth (b) = 1.16m – 2 × 0.03m = 1.1m
External height (H) = 8.3 dm = 0.83m
⇒ Internal height (h) = 0.83 m – 0.03m = 0.8m
Inner surface area = lb + 2lh + 2bh
= 1.4m × 1.1m + 2 × 1.42m × 0.8m + 2 × 1.1m × 0.8m
1.560m2 + 2.272m2 + 1.76m2
= 5.592m2
cost of painting 1m2 = Rs 50
⇒ cost of painting inner surface area = Rs 50 × 5.592 = Rs 296
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