The length and breadth of 3 rectangle are : 9m 6m ,17m 3m ,14m 4m find which have greater area and smaller area
Answers
Answered by
11
Solution ➤
❋Area of rectangle = Length × Breath
❍ Measurements of First rectangle-
Length = 9 m
Breadth = 6 m
∴ Area of First rectangle
= (9 × 6) m²
= 54 m²
❍ Measurements of Second rectangle-
Length = 17 m
Breadth = 3 m
∴ Area of Second rectangle
= (17 × 3) m²
= 51 m²
❍ Measurements of Third rectangle-
Length = 14 m
Breadth = 4 m
∴ Area of Third rectangle
= (14 × 4) m²
= 56 m²
❖ Comparison -
As, 51 m² < 54 m² < 56 m²
Hence,
Area of Third rectangle is Greatest.
Area of Second rectangle is Smallest.
Hope it helped ツ
❋Area of rectangle = Length × Breath
❍ Measurements of First rectangle-
Length = 9 m
Breadth = 6 m
∴ Area of First rectangle
= (9 × 6) m²
= 54 m²
❍ Measurements of Second rectangle-
Length = 17 m
Breadth = 3 m
∴ Area of Second rectangle
= (17 × 3) m²
= 51 m²
❍ Measurements of Third rectangle-
Length = 14 m
Breadth = 4 m
∴ Area of Third rectangle
= (14 × 4) m²
= 56 m²
❖ Comparison -
As, 51 m² < 54 m² < 56 m²
Hence,
Area of Third rectangle is Greatest.
Area of Second rectangle is Smallest.
Hope it helped ツ
Answered by
9
Ello There!
-------------------------
Given,
Rectangle 1
l = 9m
b = 6m
Rectangle 2
l = 17m
b = 3m
Rectangle 3
l = 14m
b = 4m
----------------------------------
We know that,
Now, we find the respective areas of the 3 Rectangles.
Rectangle 1
Area of rectangle ABCD
= Length × Breadth
= 9 × 6
= 54m²
Rectangle 2
Area of rectangle EFGH
= Length × Breadth
= 17 × 3
= 51m²
Rectangle 2
Area of rectangle PQRS
= Length × Breadth
= 14 × 4
= 56m²
-----------------------------------------------------
Now,
Area of rectangle PQRS is the greatest.
Area of rectangle EFGH is the lowest.
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Thanks
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