The calendar for the year 2019 will be the same as the calendar for which of the following year?

2030

The correct answer is Option (2) → 2030

A quick guide for years after a Leap Year ($L$):

• If Year = $L+1$: Repeats after 6 years.

• If Year = $L+2$: Repeats after 11 years.

• If Year = $L+3$: Repeats after 11 years.

• If Year = Leap Year ($L$): Repeats after 28 years.

Applying the shortcut to 2019: 2016 was a Leap Year. $2019=2016+3$.

According to the rule, it repeats after 11 years. $2019+11=2030$.