Question

The sum of three consecutive add no is 62 find the number

Answer 1

Answer:

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Step-by-step explanation:

let. take x , x+ 1, x+2

x + x+ 1+ x+ 2= 62

3x + 3 = 62

3x= 62-3

3x=59

x= 59/3

x= 19.6

• x+1=19.6+1=20.6
• x+2=19.6+2=21.6

Answer 2

we know that the sum of three consecutive odd number is =62

let first number is=x

another number is=x+2

last nut is=x+2+2

now according to the question the sum of three consecutive number is=62

x+(x+2) +(x+2+2)

x+x+x+2+2+2

3x+6

3x=62_6

3x=56

x=56÷3

x+2=56÷3+2

=62÷3

x+2+2=62÷3+2

=68÷3

so the three consecutive odd number are( 1st number) =56÷3

(2nd number is)

=62÷3

(3rd number is 68÷3

these numbers are in fractional form , because if we will find the value for each equation then the value that we get also in fractional form