Question

*If p/2q = 11/5 then p-2q/p+2q = ?*

1️⃣ 3/8
2️⃣ 8/3
3️⃣ 2/9
4️⃣ 9/2​

Answer 1

Answer:

3/8

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Answer 2

Given :  p/2q = 11/5  

To Find  :  (p - 2q)/(p + 2q)  

1️⃣ 3/8

2️⃣ 8/3

3️⃣ 2/9

4️⃣ 9/2​

Solution:

p/2q = 11/5  

Subtracting 1 from both sides

=> p/2q - 1 = 11/5 - 1

=> (p - 2q)/2q  = 6/5

=> p - 2q  = 2q(6/5)   Eq1

p/2q = 11/5  

Adding 1 from both sides

=> p/2q + 1 = 11/5 - 1

=> (p+ 2q)/2q  = 16/5

=> p + 2q  = 2q(16/5)   Eq2

Eq1 / Eq2

=> (p - 2q)/(p + 2q)  = 2q(6/5)   / 2q(16/5)

=>  (p - 2q)/(p + 2q)  = 6/16

=>  (p - 2q)/(p + 2q)  = 3/8

3/8 is the correct answer

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p/2q = 11/5 then p-2q/p+2q =

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