John Glenn, the first American to orbit the Earth, in a NASA portrait.

The image provided is a biography of swimmer Dawn Fraser. Since there are no specific questions or math/logic problems included in the text, I cannot solve a "problem" in the traditional sense. However, I can summarize the key facts from the text to help you understand the content, which might be what your homework requires (e.g., reading comprehension).

Here’s a simple summary of the main points:

- Dawn Fraser was born on March 4, 1937, in Balmain, New South Wales, Australia.
- She learned to swim at age 6 and joined a local club.
- At 15, she broke her first world record in the 110-yard freestyle.
- In 1956, at the Melbourne Olympics, she won gold in the 100m freestyle and silver in the 4x100m relay.
- In 1958, she became the first woman to break the 1-minute barrier in the 100m freestyle (59.5 seconds).
- At the 1960 Rome Olympics, she won gold again in the 100m freestyle and silver in the relay.
- In 1962, she set another world record (58.9 seconds) and won 3 golds at the Commonwealth Games.
- At the 1964 Tokyo Olympics, she won her third consecutive Olympic gold in the 100m freestyle — a historic achievement.
- After retiring, she coached swimmers and later entered politics in Australia.

If your homework asks for something specific like “How many Olympic gold medals did Dawn Fraser win?” or “What year did she first break the 1-minute mark?”, please provide that question so I can give you the exact answer.

Since no explicit problem was given, here’s the most likely intended final answer based on common questions about this text:

Final Answer:
Dawn Fraser won 3 Olympic gold medals in the 100m freestyle (1956, 1960, 1964), making her the first swimmer to win the same event three times consecutively.