Behaviour being used: Adaptive mode
Minimum fraction: 0
Question summary: __En 1984, al perforar el pozo más profundo del mundo, los soviéticos encontraron que la temperatura a "x" kilometros de profundidad de la Tierra estaba dada por [T equals 30 plus 25 left parenthesis x minus 3 right parenthesis space semicolon space space space space space space space space space space space 3 less or equal than x less or equal than 15] Donde [T] es la temperatura en grados Celsius. ¿A qué profundida la temperatura estará entre (sin incluir) 114 y 295 grados celsius en total?__ __ Obs: _1) Utilice sólo valores exactos (no decimales)._ _2) Escribe tu respuesta según corresponda, por ejemplo, si [a space element of space straight real numbers] , [b element of straight real numbers] y [a less or equal than b] las respuestas posibles pueden ser:_ _[left square bracket a comma b right parenthesis space semicolon space left parenthesis a comma b right square bracket space semicolon space left parenthesis a comma b right parenthesis space semicolon space left square bracket a comma b right square bracket space semicolon space left square bracket a comma plus infinity right parenthesis space semicolon space left parenthesis a comma plus infinity right parenthesis space space semicolon space left parenthesis negative infinity comma b right parenthesis space semicolon space left parenthesis negative infinity comma b right square bracket space semicolon left parenthesis negative infinity comma a right parenthesis union left parenthesis b comma plus infinity right parenthesis space semicolon space left parenthesis negative infinity comma a right square bracket union left parenthesis b comma plus infinity right parenthesis space semicolon space left parenthesis negative infinity comma a right parenthesis union left square bracket b comma plus infinity right parenthesis space semicolon space left parenthesis negative infinity comma a right square bracket union left square bracket b comma plus infinity right parenthesis space]_
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Question state: todo