The correct option is
D In
2020:
Olivia's grandmother's age
=60
Olivia's mother's age
=34
In
2025:
Olivia's grandmother's age
=65
Olivia's mother's age
=39Given:
I. By observing the above table for the ages of Olivia's grandmother in different years, we find the pattern as:
∴ As the year is changing in the interval of
5, grandmother's age is also decreasing in an interval of
5 years.
Hence,
∙Grandma's age in the year 2025
=(Grandma's age in year 2030)−5
=70−5
=65years–––––––––
∙Grandma's age in the year 2020
=(Grandma's age in year 2025)−5
=65−5
=60years–––––––––
------------------------------------------------
II. By observing the given table for the ages of Olivia's mother in different years, we find the pattern as:
∴ As the year is changing in the interval of
5, Olivia's mother's age is also decreasing in an interval of
5 years.
Hence,
∙Olivia's mother's age in the year 2025
=(Mother's age in year 2030)−5
=44−5
=39years–––––––––
∙Olivia's mother's age in the year 2020
=(Mother's age in year 2025)−5
=39−5
=34years–––––––––
Hence, option (d.) is the correct one.