Melanie Scheible
Melanie Scheible | |
---|---|
Member of the Nevada Senate from the 9th district | |
Assumed office November 7, 2018 | |
Preceded by | Becky Harris |
Personal details | |
Born | Sacramento, California, U.S. | May 27, 1989
Political party | Democratic |
Education | Stanford University (BA) Columbia University (JD) |
Melanie Scheible is an American politician and attorney serving as a member of the Nevada Senate.
Early life and education
Scheible was born in Sacramento, California and raised in Reno, Nevada. She earned a Bachelor of Arts in public policy from Stanford University and a Juris Doctor from Columbia Law School.[1] While in law school, Scheible interned at the Brooklyn District Attorney's Office.[2]
Career
Scheible remains a deputy district attorney in Clark County while out of session.[3] Since her election in 2018, Scheible has represented the 9th district, which includes southwestern suburbs of Las Vegas in Clark County, including most of Enterprise and parts of Summerlin South and Spring Valley.[4]
Personal life
Scheible is bisexual.[5] She is one of five openly-LGBT members of the Nevada Legislature, alongside senators David Parks, Pat Spearman, Dallas Harris, and Assemblywoman Sarah Peters.
References
- ^ "Details". www.leg.state.nv.us. Retrieved April 20, 2020.
- ^ "The New Normal". Columbia Law School. Retrieved April 20, 2020.
- ^ "Clark County deputy DA running in key Nevada Senate race". Las Vegas Review-Journal, March 7, 2018.
- ^ "All three 'battleground races' for State Senate go down to the wire". KNTV, November 7, 2018.
- ^ "EQCA turns silver in Nevada". Bay Area Reporter. October 7, 2019.
External links
- Profile at the Nevada Senate
- Campaign website
- Democratic Party Nevada state senators
- Living people
- 21st-century American LGBT people
- 21st-century American women politicians
- Women state legislators in Nevada
- LGBT state legislators in Nevada
- 1989 births
- Bisexual women politicians
- American bisexual women
- American bisexual politicians
- Nevada politician stubs