Question

sum of consecutive even numbers is 730 what is the sum of 3rd and 6th number of those numbers​

Answer 1

Step-by-step explanation:

let

the 3rd and 6th even consecutive number be X+4 and X+10

so,

=>X+4+X+10=730

=>2x+14=730

=>2x=730-14

=>2x=716

=>X=358

hence

the 3rd number =358+4=362

the 6th number=358+10=368

I hope it will be helpful

Answer 2

The sum of 3rd number is 362 and 6th number is 368.

Given

To find the sum of 3rd and 6th number.

sum of 3rd number = ?

sum of 6th number = ?

Sum of consecutive even numbers = 730

Consecutive even numbers be 0, 2, 4, 6, 8, 10.

Here,     3rd number is 4.      

             6th number is 10.

Let  ( X + 4 ) be the sum of 3rd number and ( X + 10 ) be the sum of 6th number.

Sum of consecutive even numbers = 730.

                      (  X + 4 ) + ( X + 10 ) = 730

                       X + 4 + X + 10 = 730

                          2X + 14 = 730

                          2X = 730 - 14        

                          2X = 716

                            X = $\frac{716}{2}$ = 358.

                           X = 358

Hence, sum of 3rd number = X + 4 = 358 + 4 = 362.

            sum of 6th number = X + 10 = 358 + 10 = 368.

To learn more...

sum of consecutive even numbers is 730 what is the sum of 3rd and 6th number of those numbers​

brainly.in/question/14800116