Mocninová funkcia
[{"question":"Ur\u010di typ mocninovej funkcie y = (x - 2)2\/7<\/sup>+ 3","answers":["M.f. s prirodzen\u00fdm exponentom","M.f. s cel\u00fdm z\u00e1porn\u00fdm exponentom","M.f. s racion\u00e1lnym exponentom","Ani jeden"],"correct":"M.f. s racion\u00e1lnym exponentom","order":"1"},{"question":"Ur\u010di typ mocninovej funkcie y = (x - 2)4<\/sup>+ 3","answers":["M.f. s prirodzen\u00fdm exponentom","M.f. s cel\u00fdm z\u00e1porn\u00fdm exponentom","M.f. s racion\u00e1lnym exponentom","Ani jeden"],"correct":"M.f. s prirodzen\u00fdm exponentom","order":"2"},{"question":"Ur\u010di typ mocninovej funkcie y = x-5<\/sup>","answers":["M.f. s prirodzen\u00fdm exponentom","M.f. s cel\u00fdm z\u00e1porn\u00fdm exponentom","M.f. s racion\u00e1lnym exponentom","Ani jeden"],"correct":"M.f. s cel\u00fdm z\u00e1porn\u00fdm exponentom","order":"3"},{"question":"Ur\u010di typ mocninovej funkcie y = 2-4<\/sup>","answers":["M.f. s prirodzen\u00fdm exponentom","M.f. s cel\u00fdm z\u00e1porn\u00fdm exponentom","M.f. s racion\u00e1lnym exponentom","Ani jeden"],"correct":"Ani jeden","order":"4"},{"question":"Ur\u010di monot\u00f3nnos\u0165 danej funkcie y = x4<\/sup> + 4","answers":["Rast\u00faca na celom D(f)","Klesaj\u00faca na R","Klesaj\u00faca na (-\u221e,0), rast\u00faca na (0, \u221e)","Neviem"],"correct":"Klesaj\u00faca na (-\u221e,0), rast\u00faca na (0, \u221e)","order":"5"},{"question":"Ur\u010di p\u00e1rnos\u0165 danej funkcie y = (x - 2)1\/3<\/sup>+ 1","answers":["P\u00e1rna na D(F)","Ani p\u00e1rna ani nep\u00e1rna","Nep\u00e1rna na D(f)","Neviem"],"correct":"Ani p\u00e1rna ani nep\u00e1rna","order":"6"},{"question":"Ur\u010di extr\u00e9my danej funkcie y = x-6<\/sup> - 6","answers":["Ani maximum ani minimum","Maximum v -6","Minimum v -6","Neviem"],"correct":"Ani maximum ani minimum","order":"7"},{"question":"Ur\u010di ohrani\u010denos\u0165 danej funkcie y = 2 - 2x3<\/sup>","answers":["Ohrani\u010den\u00e1 zhora","Ohrani\u010den\u00e1 zdola","Ohrani\u010den\u00e1 na Df","Neohrani\u010den\u00e1 na Df"],"correct":"Neohrani\u010den\u00e1 na Df","order":"8"},{"question":"Ur\u010di defini\u010dn\u00fd obor funkcie y = 3\/(2x)","answers":["R","R - {0}","R - {2}","(-0,2)"],"correct":"R - {0}","order":"9"},{"question":"Ur\u010di defini\u010dn\u00fd obor funkcie y = 1\/\u221a(x2<\/sup> + x -12)","answers":["(-\u221e,-4)","(-3,\u221e)","(-\u221e,-3 U (4,\u221e)","(-\u221e,-4) U (3,\u221e)"],"correct":"(-\u221e,-4) U (3,\u221e)","order":"10"}]