Millie Wenham

Millie Wenham is pretty famous as the daughter of the Australian actor, David Wenham. Having been born to such a fine actor, she has always been popular. And, it is not just her who is known for being David Wenham’s daughter.

She has a sibling. And, it is her elder sister, Eliza Jane Wenham who is 6 years older than Millie. But, despite the fame, her family has been leading quite a private life. As a result, not many people have a clue about Millie and her life. This is why here are some facts to help you with that.

Quick Facts: Millie Wenham

Name Millie Wenham
Birthday 2008
Age 11
Gender Female
Height 4 feet and 6 inches (1.37 m)
Nationality Australian
Ethnicity White
Profession Celebrity Kid
Parents David Wenham & Kate Agnew
Siblings Eliza Jane Wenham
Net Worth Under review
Married/Single Single
Children None
Instagram millwenham
Twitter @MillieWenham

10 Facts on Millie Wenham

  1. Millie Wenham (born in November 2008) is most famous as the daughter of The Lord of the Rings actor, David Wenham. Her age is 11 years old. And, her zodiac sign is not known as her exact date of birth is unavailable.
  2. She does not have a bio on Wikipedia.
  3. Her height is 4 feet and 6 inches. In meters, she is about 1.37 meters tall which is a pretty good height for an 11-year-old.
  4. She has an Instagram account. But, since her account is private, not everyone gets to follow her on Instagram.
  5. She was born to parents, David Wenham and Kate Agnew. Both of them are in the acting profession.
  6. Talking about her sibling, her elder sister is Eliza Jane Wenham. And, she is a trained ballet dancer and is currently 17 years old.
  7. Millie is of Australian nationality. Similarly, she is of white ethnicity.
  8. Her estimated net worth as of 2020 has not been reviewed. But, when it comes to her dad’s net worth, he has $3 million dollars of net worth according to the Net Worth Post.
  9. The high school that she attends is yet to be disclosed.
  10. She is also on Twitter but she does not seem active over there.


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