Respuesta :
Assume two numbers are n and n+2
Then n+ n+2 = 346 -> 2n = 344 -> n= 172
So the smaller one is 172, another one is 174
Then n+ n+2 = 346 -> 2n = 344 -> n= 172
So the smaller one is 172, another one is 174
Answer:
Smallest number = 172
Step-by-step explanation:
Two consecutive even integers have a sum of 346.
Let x be the smallest number.
We have other number = x + 2
We also have
x + x + 2 = 346
2x + 2 = 346
2 x = 344
x = 172
Smallest number = 172, Other number = 172 + 2 = 174
Smallest number = 172