Difference between revisions of "1969 IMO Problems/Problem 3"
(Created page with "For each value of k = 1; 2; 3; 4; 5; find necessary and sufficient conditions on the number a > 0 so that there exists a tetrahedron with k edges of length a; and the remaining 6...") |
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| − | For each | + | For each of <math>k = 1</math>, <math>2</math>, <math>3</math>, <math>4</math>, <math>5</math> find necessary and sufficient conditions on <math>a > 0</math> such that there |
| − | + | exists a tetrahedron with <math>k</math> edges length <math>a</math> and the remainder length <math>1</math>. | |
| − | a | ||
Revision as of 22:19, 2 November 2020
For each of 
, 
, 
, 
, 
find necessary and sufficient conditions on 
such that there
exists a tetrahedron with 
edges length 
and the remainder length 
.
