Math, asked by tony54, 1 year ago

the length and breadth of the floor of a room are 25m and 20m , respectively. half of the floor is to be covered with red tiles and the other half with green tiles . the lengths of the red and green tiles are 25cm and 40cm respectively and thier breaths are 20cm and 25cm, respectively. find the number of tiles of each colour required to cover the floor of room.

Answers

Answered by Aman091203
4
Length of the room is 25 m
Breadth of the room is 20 m
So Area of the room is = length x breadth
                                      = 25 x 20
                                       = 500 m^2

 length of red tiles is 25 cm = 0.25 m
 breadth of red tiles is 20 cm = 0.20 m
 Area of red tiles                     =length x breadth
                                                =0.25.0.20
                                                 =0.0500
                                                 =0.05 m^2


length of green tiles is 40 cm= 0.40m
breadth of green tiles is 25 cm =0.25m
Area of green tiles                     =length x breadth
                                                   =0.40 x 0.25
                                                   = 0.1000
                                                   =0.1 m^2

half of the floor is to be covered with red and green tiles 
So area to be covered with red tiles = area to be covered with green tiles                                                                  =area of the room/2
                                                          =500 m^2/2 
                                                          =250 m^2
                                                         
Number of red tiles required = area to be covered with red tiles / area of red tiles
                                              =250 m^2 / 0.05 m^2
                                               =5000 tiles
 Number of green tiles required =area to be covered with green tiles / area of green tiles
                                             =250 m^2 / 0.1 m^2
                                              =2500 tiles

The required number of red tiles are 5000 and green tiles are 2500      
                                                    

tony54: thank you very much
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Answered by chaharanshika
1

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