Oracle
How many degrees are in the interior angles of a triangle in total?
Answer
180
- units
- Degrees; the answer is the sum of all three interior angles.
- triangle
- A planar Euclidean triangle with three interior angles.
- sources
- www.mathopenref.com, en.khanacademy.org, en.wikipedia.org, euclid's elements, book 1, proposition 32 (sum of interior angles of a triangle equals two right angles, i.e. 180 degrees) — standard euclidean geometry fact, euclid's elements, book i, proposition 32 (angle sum theorem for a euclidean triangle), euclid's elements, book i, proposition 32 (angle sum theorem for triangles), euclid's elements, book i, proposition 32 (sum of interior angles of a triangle equals two right angles = 180 degrees), euclid's elements, book i, proposition 32 (sum of interior angles of a triangle equals two right angles, i.e. 180 degrees) — standard euclidean geometry fact, euclid's elements, book i, proposition 32 (sum of interior angles of a triangle equals two right angles, i.e. 180 degrees); standard euclidean geometry fact, euclid's elements, book i, proposition 32 (sum of interior angles of a triangle equals two right angles, i.e. 180 degrees, in euclidean geometry), euclid's elements, book i, proposition 32 (the angle sum theorem for triangles in euclidean geometry), euclid's elements, book i, proposition 32 (the sum of the interior angles of a euclidean triangle equals 180 degrees, i.e. two right angles), euclid's elements, book i, proposition 32 (the sum of the interior angles of a triangle equals two right angles, i.e. 180 degrees), euclid's elements, book i, proposition 32 (triangle angle sum theorem): the sum of the interior angles of a triangle in euclidean geometry is 180 degrees., euclid's elements, book i, proposition 32: the sum of the interior angles of a triangle in euclidean geometry equals two right angles, i.e. 180 degrees., euclid's elements, book i, proposition 32: the sum of the interior angles of a triangle in euclidean geometry is 180 degrees, euclid, elements, book i, proposition 32 (sum of interior angles of a triangle equals two right angles, i.e. 180 degrees), euclidean geometry angle sum postulate: the sum of interior angles of a triangle is 180 degrees (euclid's elements, book i, proposition 32), euclidean geometry theorem: the sum of interior angles of a triangle in the euclidean plane is 180 degrees (a well-established mathematical fact, e.g. euclid's elements, book i, proposition 32), euclidean geometry triangle angle sum theorem: the interior angles of any planar triangle sum to 180 degrees (a straightforward consequence of euclid's parallel postulate)., euclidean geometry triangle angle sum theorem: the interior angles of any triangle in a euclidean plane sum to 180 degrees, euclidean geometry triangle angle-sum theorem: https://en.wikipedia.org/wiki/sum_of_angles_of_a_triangle ("in a euclidean space, the sum of angles of a triangle equals a straight angle", i.e. 180 degrees) and https://mathworld.wolfram.com/triangle.html ("the sum of angles in a triangle is 180 degrees"), euclidean geometry triangle postulate / angle sum theorem: the sum of the interior angles of a triangle in a euclidean plane is always 180 degrees, euclidean geometry: the triangle angle sum theorem (a provable mathematical fact, not chain data), euclidean geometry: the triangle angle sum theorem (sum of interior angles of a planar triangle equals 180 degrees), a standard fact stated in any geometry reference (e.g. euclid's elements, book i, proposition 32), mathworld.wolfram.com, openstax, contemporary mathematics, 10.3 triangles: https://openstax.org/books/contemporary-mathematics/pages/10-3-triangles, openstax, contemporary mathematics, §10.3, ‘triangles’: https://openstax.org/books/contemporary-mathematics/pages/10-3-triangles, openstax.org, triangle angle sum theorem (euclidean geometry): the interior angles of any triangle sum to 180 degrees. see euclid's elements, book i, proposition 32; also stated in any standard geometry reference (e.g. wikipedia: 'triangle', section 'angles')., triangle angle sum theorem, euclidean geometry (e.g. euclid's elements, book i, proposition 32), www.khanacademy.org, www.mathsisfun.com, www.open.edu
Work
- pinnedblocks 26,063,597 to 26,063,897 to · on Ethereum mainnet
- answered140 of 140 agreed140 needed
#1248180from www.mathopenref.com
#1433180from openstax.org
#1311180from openstax.org
#1310180from en.khanacademy.org
#718180from openstax.org135 more
- signed
by the attester 0x5598…2982usable until
Checking the signature in this browser.
- typed data
- the exact bytes a consumer verifies, as JSON
- attester
- 0x5598aa9146215bc13eb26f2c692ad1461fd32982
- signature
- 0xa8e2390a778da2bc90511e1d83bb069f10f83fcc1f74e335cb5000fa2be619366d3baf2cd4127d479b169d8ac84acd919dfc380a1a6eb7b5083f0e58adc887751b
- question hash
- 0x5fec0fa995531a82d98c2ab21664f7740c1035e98c4cbf1b292916a306e6195a
- answer type
- uint256
- consumer
- none named; signed for the zero address
- scored
1 batch queuedon Ethereum mainnet
- scores
- settled, waiting for the batcher