Question

find two numbers so that their sum, difference and product form a ratio of 6:4:15​

Answer 1

Step-by-step explanation:

Let say Numbers are → A & B

A T Q

(A + B) : (A - B) : (AB) = 6 : 4 : 15

From above , we get

• (A + B) = 6x _(i)
• (A - B) = 4x _(ii)
• (AB) = 15x _(iii)

Solving (i) & (ii) , we get ,

• 2A = 10x
• A = 5x & B = x

Putting these value in (iii), we get

• 5x * x = 15x
• 5x² = 15x
• x = 3

Putting value of x in (i) , (ii) , (iii) , we get

• (A + B) = 18
• (A - B) = 12
• (AB) = 45

Solving above , we get

• A = 15
• B = 3

So the Required numbers are 15 & 3.

Answer 2

two numbers are 15 and 3

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Answer 3

two numbers are 15 and 3

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