Question

the sum of two number is 14 and their difference 2find the number​

Answer 1

Step-by-step explanation:

Let The Two Numbers Are 'x' And 'y' Respectively.

So AGQ,

X + Y = 14

X - Y = 2

By The Method Of Substitution,

X + Y = 14

Y = 14 - X

So,

( X- Y = 2)

{ X -(14-X) } = 2 ( Replace The Value Of 'y')

( X - 14 + X) = 2 (Remove The Bracket)

2X-14=2

2X = 2+14= -16

X= -16/2 = 8

By Putting The Values We Get,

X = - 6

Y = 14-8

= 6

Ans So The Two Numbers Are 8 And 6

*Apologises For The Mistake Before

The Correct Answer Are 8 and 6

Answer 2

Answer:

8 and 6 are the two numbers

Step-by-step explanation:

let the two numbers be a and b

ATQ

a+b = 14

a-b = 2

therefore,one of the no.= (14+2)÷2

= 16÷2

= 8

hence other no.= 8+b =14

b=14-8=6

verification

a+b = 14(given in question)

8+6=14

a-b=2(given in question)

8-6=2

VERIFIED