Technical information
Behaviour being used: Adaptive mode
Minimum fraction: 0
Question summary: Fie funcţia f(x)=(-5·x+5)/(4·x-2). 1. Limita funcţiei [limit as x rightwards arrow plus-or-minus infinity of f left parenthesis x right parenthesis space] este {-5/8; -5/12; -5/4}. 2. Derivata funcţiei f(x) este: {-15/(16·x^2-16·x+4); -5/(12·x^2-12·x+3); -5/(8·x^2-8·x+2)} 3. Asimpotota oblică a funcţiei g(x)=xf(x) este {5/4·x+5/8; -5/4·x-5/8; -5/4·x+5/8}
Right answer summary: part 1: -5/4; part 2: -5/(8·x^2-8·x+2); part 3: -5/4·x+5/8
Question state: todo