The ratio between length and breadth of a field is 10 : 6. The area of the field is 3840m². Find the difference between the length and width of the field. About the author Arianna
Answer: 32 m Step-by-step explanation: Let us assume that, the length of a rectangle is 10x m and the breadth of a rectangle is 6x m respectively. As we know that → Area of rectangle = length * breadth → 3840 = 10x * 6x → 3840 = 60x² → x² = 3840/60 → x² = 384/6 → x² = 64 → x = √64 → x = 8 Therefore, → Length of a rectangle = 10x → Length of a rectangle = 10 * 8 → Length of a rectangle = 80 m → Breadth of a rectangle = 6x → Breadth of a rectangle = 6 * 8 → Breadth of a rectangle = 48 m Now, The difference between the length and width of the rectangular field : → Length – Breadth → 80 – 48 → 32 Hence, the difference between the length and width of the rectangular field are 32 m. Reply
Answer:
32 m
Step-by-step explanation:
Let us assume that, the length of a rectangle is 10x m and the breadth of a rectangle is 6x m respectively.
As we know that
→ Area of rectangle = length * breadth
→ 3840 = 10x * 6x
→ 3840 = 60x²
→ x² = 3840/60
→ x² = 384/6
→ x² = 64
→ x = √64
→ x = 8
Therefore,
→ Length of a rectangle = 10x
→ Length of a rectangle = 10 * 8
→ Length of a rectangle = 80 m
→ Breadth of a rectangle = 6x
→ Breadth of a rectangle = 6 * 8
→ Breadth of a rectangle = 48 m
Now,
The difference between the length and width of the rectangular field :
→ Length – Breadth
→ 80 – 48
→ 32
Hence, the difference between the length and width of the rectangular field are 32 m.
Answer:
NO problem mate chill
I have got my Ans don’t worry