A flooring tile has the shape of a parallelogram whose base is 24 cm and the corresponding height is 10 cm. How many such tiles are required to cover a floor of area 1080 m2?
Answers
Step-by-step explanation:
Given,
Given, l=24cm (of a tile)
Given, l=24cm (of a tile) b=10cm (of a tile )
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2 =24×10
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2 =24×10 =240cm2
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2 =24×10 =240cm2Total floor area =1080m2
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2 =24×10 =240cm2Total floor area =1080m210000cm2 = 1m2
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2 =24×10 =240cm2Total floor area =1080m210000cm2 = 1m2Required number of tiles to cover the floor area =2401080×10000
Given, l=24cm (of a tile) b=10cm (of a tile )Area of a tile (in parallelogram shape) =l×bcm2 =24×10 =240cm2Total floor area =1080m210000cm2 = 1m2Required number of tiles to cover the floor area =2401080×10000 =45000
A flooring tile has the shape of a parallelogram whose base is 24 cm and the corresponding height is 10 cm. How many such tiles are required to cover a floor of area 1080 m2?