John T. Cutting

John Tyler Cutting (September 7, 1844 – November 24, 1911) was a U.S. Representative from California.

John T. Cutting
Member of the U.S. House of Representatives
from California's 4th district
In office
March 4, 1891  March 3, 1893
Preceded byWilliam W. Morrow
Succeeded byJames G. Maguire
Personal details
Born
John Tyler Cutting

(1844-09-07)September 7, 1844
Westport, New York, U.S.
DiedNovember 24, 1911(1911-11-24) (aged 67)
Toronto, Ontario, Canada
Resting placeHillside Cemetery,
John T. Cutting, California Congressman.

Biography

Born in Westport, New York, Cutting was left an orphan at ten years of age, when he journeyed westward. Resided in Wisconsin and Illinois from 1855 to 1860. He worked on a farm. While employed as a clerk in a mercantile establishment attended the public schools of Illinois. Enlisted in Taylor's Chicago Battery at the outbreak of the Civil War and served until July 20, 1862. Reenlisted January 4, 1864, in the Chicago Mercantile Battery, in which he served until the close of the war. He moved to California in 1877 and established a wholesale fruit and commission business. He was a member of the National Guard of California, and subsequently assisted in the organization of the Coast Guard, of which he later became brigadier general in command of the Second Brigade.

Cutting was elected as a Republican to the Fifty-second Congress (March 4, 1891 – March 3, 1893). He declined to be a candidate for renomination in 1892. In 1894 settled in New York City, where he became interested in the automobile industry. He retired to Westport, New York, in 1907. He died in Toronto, Ontario, Canada, November 24, 1911. He was interred in Hillside Cemetery, Westport, New York.

gollark: (which I think is right, but I don't really limits so I can't prove it whatsoever)
gollark: pls latex \lim_{x \rightarrow \infty} \left (\frac{1}{x} \right) = 0
gollark: Something like
gollark: No, it means "as x goes to infinity, 1/x goes arbitrarily close to the result of that (if one exists)".
gollark: Also no. It's the limit of it as x goes to infinity, which is defined via ???? epsilon-delta ?????? calculululus ??????? something something Cauchy sequence.

References

  • United States Congress. "John T. Cutting (id: C001030)". Biographical Directory of the United States Congress.
  • John T. Cutting at Find a Grave
U.S. House of Representatives
Preceded by
William W. Morrow
Member of the U.S. House of Representatives
from California's 4th congressional district

1891–1893
Succeeded by
James G. Maguire

 This article incorporates public domain material from the Biographical Directory of the United States Congress website http://bioguide.congress.gov.

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