Question

*Decide the orderly relationship between 5/4 & 11/12 .*

1️⃣ 5/4 > 11/12
2️⃣ 5/4 < 11/12
3️⃣ 5/4 = 11/12​

Answer 1

Question :- Decide the orderly relationship between 5/4 & 11/12 .*

1) 5/4 > 11/12

2) 5/4 < 11/12

3) 5/4 = 11/12

Solution :-

→ 5/4 and 11/12

making both denominator same ,

• 5/4 = multiply and divide by 3
• 11/12 = multiply and divide by 1 .

we get,

→ (5/4) * (3/3) and (11/12) * (1/1)

→ (15 / 12) and (11/12)

since,

→ 15 > 12 .

therefore,

→ (15/12) > (11/12)

or, we can conclude that,

→ 5/4 > 11/12 (Option 1) (Ans.)

Learn more :-

*Decide the orderly relationship between 5/4 & 11/12 .*

1️⃣ 5/4 > 11/12

2️⃣ 5/4 < 11/12

3️⃣ 5/4 = 11/12

brainly.in/question/37825417

Answer 2

Given:

5/4 & 11/12

To find:

Decide the orderly relationship between

1. 5/4 > 11/12

2..5/4 < 11/12

3. 5/4 = 11/12

Solution:

5/4 & 11/12

$= > \dfrac{5}{4} \: and \: \dfrac{11}{12}$

LCM of 4 and 12 is 12

$= > \dfrac{5}{4} \times \dfrac{3}{3} = \dfrac{15}{12}$

$= > \dfrac{11}{12} \times \dfrac{1}{1} = \dfrac{11}{12}$

$= > \dfrac{15}{12} > \dfrac{11}{12}$

Hence, the required answer is:

$= > \dfrac{5}{4} > \dfrac{11}{12}$