Question

What 3 consecutive numbers if the sum is 15333

Answer 1

Answer:

$5110, 5111, 5112$

Step-by-step explanation:

Let $x=$ first consecutive number

$x + (x+1)+(x+2) = 15333$ ($x$ is the first number, $x+1$ would be the second consecutive number of the sequence, and $x+2$ would be the third)

$3x + 3 = 15333$

$3x = 15330$

$x = 5110$

$x+1 = 5110+1$

$= 5111$

$x+2 = 5110 + 2$

$= 5112$

$\therefore$ the consecutive numbers that sum up to $15333$ are $5110, 5111,$ and $5112$

Hope this helps :)