(1) Mayur bhai decided to fit square tiles on the floor of kitchen. Each tiles measure 10 cm of length the of his kitchen is 170 cm and its breath is 100 cm then how many tiles would be needed?
(2) Kiran Bhai wants to order concrete for a place which has length of 6 m breath of 5 m and height of 10 cm. How much of concrete will he needed?
[tex]\huge\tt\red{Q}\tt\pink{U}\tt\blue{E}\tt\green{S}\tt\purple{T}\tt\orange{I}\tt\orange{O}\huge\tt\red{N}[/tex]
Mayur bhai decided to fit square tiles on the floor of kitchen. Each tiles measure 10 cm of length the of his kitchen is 170 cm and its breath is 100 cm then how many tiles would be needed?
[tex]\huge\tt\colorbox{pink}{Answer}[/tex]
To Find :-
Tiles required
Solution :-
We know that
No. of tiles required = Area of floor/Area of tiles
Area of rectangle = l × b
Area of square = s × s
No. of tiles = l × b/s × s
No. of tiles = 170 × 100/10 × 10
No. of tiles = 170 × 100/100
No. of tiles = 170
[tex]\huge\tt\red{Q}\tt\pink{U}\tt\blue{E}\tt\green{S}\tt\purple{T}\tt\orange{I}\tt\orange{O}\huge\tt\red{N}[/tex]
Kiran Bhai wants to order concrete for a place which has length of 6 m breath of 5 m and height of 10 cm
[tex]\huge\tt\colorbox{pink}{Answer}[/tex]
To Find :-
Concrete needed
Solution :-
We know that
1 cm = 0.01 m
10 cm = 10 × 0.01 = 0.1 m
Now
Concrete needed = Volume occupied by place
Volume = L × B × H
Volume = 6 × 5 × 0.1
Volume = 30 × 0.1
Volume = 3 m³
Conclusion :-
Tiles needed is 170
Concrete needed is 3 m³
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[tex] \huge \underbrace \mathfrak \blue{nice \: question}[/tex]
Mayur bhai decided to fit square tiles on the floor of kitchen. Each tiles measure 10 cm of length the of his kitchen is 170 cm and its breath is 100 cm then how many tiles would be needed?
(2) Kiran Bhai wants to order concrete for a place which has length of 6 m breath of 5 m and height of 10 cm. How much of concrete will he needed?
[tex] \huge \underbrace \mathfrak \red{your \: answer}[/tex]
In the first question
Mayur bhai decided to fit square tiles on the floor of kitchen. Each tiles measure 10 cm of length the of his kitchen is 170 cm and its breath is 100 cm
In the second question
Kiran Bhai wants to order concrete for a place which has length of 6 m breath of 5 m and height of 10 cm.
To find :
In the first question
Length of a tile = 10cm
Length of kitchen = 170cm
Breadth of kitchen = 100cm
As we know that,
★ Area of square is given by
side × side i.e a²
★ Area of rectangle is given by
Length × breadth i.e l × b
According to the question
→ Area of a tile = Area of square
→ a × a
→ 10 × 10 = 100cm²
Now,
→ Area of kitchen = Area of rectangle
→ l × b
→ 170 × 100
→ 17000 cm²
Number of tiles needed in kitchen
→ Area of kitchen/Area of a tile
→ 17000/100
→ 170 tiles
•°• Number of tiles needed i.e 170 tiles
In the second question
• Length = 6m
• Breadth = 5m
• Height = 10cm
Let’s convert ‘cm’ into ‘m’
→ 1 m = 100cm
→ h = 10/100 = 0.1 m
★ Concrete is needed for a place = Volume of a place = Volume of cuboid
→ l × b × h
→ 6 × 5 × 0.1
→ 3 m³
•°• Concrete is needed for a place is 3m³