Question

Sum of three consecutive even numbers is 192, find them.​

Answer 1

Answer:

$\huge\underline\mathfrak\pink{solution}$

the three consecutive even number 63, 64, 65.

$\underline\mathfrak\orange{let's\:find\:out !!}$

let's put X

so for finding three consecutive even number is

• X
• X+1
• X+2

>>>now find the three consecutive number:-

>> X+ X+1 + X+2 = 192

>> 3x+ 3 = 192

>> 3x= 192 - 3

>> 3x= 189

>> X= 189 ÷ 3

>> X = 63

hence the first consecutive number is 63.

so,

• X = 63.
• X+1 = 63+1 = 64
• X+2 = 63+ 2 = 65

Answer 2

Answer:

Answer:

$\huge\underline\mathfrak\pink{solution}$

the three consecutive even number 63, 64, 65.

$\underline\mathfrak\orange{let's\:find\:out !!}$

let' s find out!!

let's put X

so for finding three consecutive even number is

X

X+1

X+2

>>>now find the three consecutive number:-

>> X+ X+1 + X+2 = 192

>> 3x+ 3 = 192

>> 3x= 192 - 3

>> 3x= 189

>> X= 189 ÷ 3

>> X = 63

hence the first consecutive number is 63.

so,

X = 63.

X+1 = 63+1 = 64

X+2 = 63+ 2 = 65