Christian Kuhnke
Christian Kuhnke (born 14 April 1939) is a former German tennis player. He was part of the West Germany Davis Cup team who reached the Challenge Round in the 1970 Davis Cup. Kuhnke was a quarterfinalist at Wimbledon in 1963 and 1964 and at the Australian Championships in 1961.
Country (sports) | ![]() |
---|---|
Born | Berlin, Nazi Germany | 13 April 1939
Turned pro | 1959 (amateur tour) |
Retired | 1970 |
Plays | Left-handed |
Singles | |
Career record | 38–31 |
Highest ranking | No. 8 (1964, Lance Tingay)[1] |
Grand Slam Singles results | |
Australian Open | QF (1961) |
French Open | 4R (1963) |
Wimbledon | QF (1963, 1964) |
Doubles | |
Career record | 6–12 |
Grand Slam Doubles results | |
Australian Open | SF (1961) |
French Open | F (1962) |
Wimbledon | QF (1964) |
Team competitions | |
Davis Cup | F (1970Ch) |
He was ranked World No. 8 for 1964 by Lance Tingay of The Daily Telegraph.[1]
Grand Slam finals
Doubles (1 runner–up)
Outcome | Year | Championship | Surface | Partner | Opponent | Score |
---|---|---|---|---|---|---|
Runner-up | 1962 | French Championships | Clay | ![]() | ![]() ![]() | 3–6, 4–6, 5–7 |
gollark: It's the same. If you say "y = whatever (in terms of x), dy/dx = derivative of whatever (in terms of x)", this is equivalent to saying "f(x) = whatever (still in terms of x), f'(x) = derivative of whatever (in terms of x)".
gollark: Consider what is done to the x to attain your output of e^(x ln a).
gollark: What?
gollark: Differentiate e^(x ln a) using the chain rule™.
gollark: Seriously. You are making a significant and problematic error.
References
- United States Lawn Tennis Association (1972). Official Encyclopedia of Tennis (First Edition), p. 427.
External links
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