- A2011
- B2019
- C2023
- D2015
Step-by-Step Solution
Let Meera be m in 2019, so her mother is 4m. By 2027 both have gained 8 years: 4m + 8 = 2(m + 8), that is 4m + 8 = 2m + 16, so 2m = 8 and m = 4. Meera was 4 in 2019, so she was born in 2015. Check: in 2019 they are 4 and 16; in 2027 they are 12 and 24. 2011 treats the 8-year gap between the two snapshots as Meera's 2019 age. 2019 reads the first sentence as her birth year. 2023 subtracts her 2019 age of 4 from 2027 instead of from 2019.
Answer: D) 2015