Question

if 20 is the sum of two consecutive even no. then find the two numbers​

Answer 1

Answer:

8 and 12

Step-by-step explanation:

I hope it is right

Answer 2

Given :

The sum of two consecutive even Numbers is 20

To Find :

• The two consecutive even Numbers whose sum is 20.

Solution :

• Let the two consecutive even Numbers be x and x+4 whose sum is 20

So ,

$\implies\sf{(x)+(x+4)=20}$

$\implies\sf{2x + 4=20 }$

$\implies\sf{2x=20 - 4}$

$\implies\sf{2x = 16}$

$\implies\sf{x = \frac{16}{2} }$

$\implies\sf{x =8 }$

Therefore,

➡ The one number is

$\implies\sf{x = 8 }$

$\implies\bf{8 }$

and

➡ The other number

$\implies\sf{x + 4 }$

• (Place the value of x in it )

$\implies\sf{(8) + 4 }$

$\implies\bf{x =12 }$

Verfication :

We know that the sum of two consecutive even Numbers is 20 so let's check whether the sum of this Numbers is 20 or not.

$\implies\bf{8 + 12 = 20 }$

Hence verified