Question

the sum of three consecutive numbers is 156. find the numbers.​

Answer 1

Answer: I am not good in maths but if it is the Correct answer then plzzz mark me as the Brainliest...

Step-by-step explanation: Let's take one integer as x.

We know that, the consecutive one would obviously be x+1 and x+2

So the three numbers are x, x+1 and x+2.

Now, We know that they sum up to 156. Hence,

x+ x+1+ x+2=156

3x+3=156

3x=153

x=51

So the Consecutive integers will be 51, 52, 53 (x+1 and x+2)

Now that we have to find a number 'divisible' by 13. It is easy, We already know 52 is exactly divisibly by 13.

And there you go! The answer is 52

Answer 2

$\pink{\bold{\underline{ ✪ UPSC-ASPIRANT✪ }}}$

$\red{\bold{\underline{\underline{❥Question᎓}}}}$the sum of three consecutive numbers is 156. find the numbers.

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Let the first number be X

Second number be (X+1)

Third number be( X+2)

Now According to Question:-

$⟹x + (x + 1) + (x + 2) = 156$

$⟹3x + 3 = 156$

$⟹3x = 153$

$⟹x = \frac{153}{3} = 51$

1. First number be 51
2. Second number be x+1=51+1=52
3. Third number be x+2=51+2=53

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