This problem requires calculating the total paint needed for a pyramid's surface area, including an extra amount for retouching.
Calculate the initial amount of paint needed based on the total surface area and paint coverage rate.
Calculate the extra paint needed for retouching, which is 5% of the base requirement.
Sum the base paint required and the extra paint for retouching to find the final amount.
The total amount of paint needed is 25.2 litres.
The angle of a sector is π/4 radians, and the radius of the circle is 8 cm. What is the area of the sector?
The areas of three adjacent faces of a cuboidal tank are 3 m 2, 12 m 2 and 16 m 2. the capacity of the tank, in litres, is:
Volume of a cuboid is 4800 cm 3. If the height of this cuboid is 20 cm, then what will be the area of the base of cuboid ?
Two similar cubes have heights of 8 cm and 12 cm, respectively. If the capacity of the smaller cube is 80 cm 3, what is the capacity of the bigger cube (in cm 3)?
Three circles of radius 7 cm are kept touching each other. The string is tightly tied around these three circles. What is the length of the string?
Three circles of radius 6 cm are kept touching each other. The string is tightly tied around these three circles. What is the length of the string?