Question

10. A farmer has rectangular agriculture farm having length 500 m and width 350 m. Find
the following ratios:

a) Length of farm to its width

(b) Width of farm to its length

(c) Length of farm to its perimeter

d) Width of farm to its perimeter
income tax hind the ratio of​

Answer 1

⚽⚽ Correct Question ⚽⚽

A farmer has rectangular agriculture farm having length 500 m and width 350 m. Find the following ratios: $\:$

a) Length of farm to its width

(b) Width of farm to its length

(c) Length of farm to its perimeter

d) Width of farm to its perimeter

⚽⚽ Explanation ⚽⚽

⚽Given:

=> length 500 m

=> width 350 m

⚽Approach:

• we will calculate the perimeter of rectangle

• then, we find the ratio for each given problems

⚽Formula:

๑ Perimeter of rectangle = 2(L+B)

⚽Solution:

Given that,

Length = 500m

Width = 350m

So, perimeter = 2(L+B)

= 2(500+350)

= 2(850)

= 1700m

Therefore,

perimeter of rectangle is 1700m

1.Length of farm to its width:

Given that,

Length = 500m

Width = 350m

so,

ratio = 500/350 = 10/7 = 10:7

2.Width of farm to its length:

Given that,

Width = 350m

Length = 500m

so,

ratio = 350/500 = 7/10 = 7:10

3.Length of farm to its perimeter:

Given that,

Length = 500m

Perimeter = 500m

so,

ratio = 500/500 = 1/1 = 1:1

4.Width of farm to its perimeter:

Given that,

Width = 350m

Perimeter = 500m

so,

ratio = 350/500 = 7/10 = 7:10

Answer 2

Answer:

⚽⚽ Correct Question ⚽⚽

A farmer has rectangular agriculture farm having length 500 m and width 350 m. Find the following ratios: \:

a) Length of farm to its width

(b) Width of farm to its length

(c) Length of farm to its perimeter

d) Width of farm to its perimeter

⚽⚽ Explanation ⚽⚽

⚽Given:

=> length 500 m

=> width 350 m

⚽Approach:

• we will calculate the perimeter of rectangle

• then, we find the ratio for each given problems

⚽Formula:

๑ Perimeter of rectangle = 2(L+B)

⚽Solution:

Given that,

Length = 500m

Width = 350m

So, perimeter = 2(L+B)

= 2(500+350)

= 2(850)

= 1700m

Therefore,

perimeter of rectangle is 1700m

1.Length of farm to its width:

Given that,

Length = 500m

Width = 350m

so,

ratio = 500/350 = 10/7 = 10:7

2.Width of farm to its length:

Given that,

Width = 350m

Length = 500m

so,

ratio = 350/500 = 7/10 = 7:10

3.Length of farm to its perimeter:

Given that,

Length = 500m

Perimeter = 500m

so,

ratio = 500/500 = 1/1 = 1:1

4.Width of farm to its perimeter:

Given that,

Width = 350m

Perimeter = 500m

so,

ratio = 350/500 = 7/10 = 7:10