randRange(-6, 6) randRange(-6, 6)
generateFunctionPath(END_F) generateFunctionPath(END_G) randRangeExclude(-10, 10, [-1, 0]) randRangeExclude(-10, 10, [-1, 0]) randRange(-9, 9) F_PATH[CORRECT_X + 10][1] randRange(-9, 9) G_PATH[CORRECT_GX + 10][1]

Las funciones f(x) y g(x) están graficadas.

Encuentra F_COEF \cdot f(CORRECT_X) + G_COEF \cdot g(CORRECT_GX)

graphInit({range:10,scale:20,tickStep:1,labelStep:1,unityLabels:!1,labelFormat:function(e){return"\\small{"+e+"}"},axisArrows:"<->"}),label([10,END_F],"f(x)","right",{color:BLUE}),label([10,END_G],"g(x)","right",{color:RED}),path(F_PATH,{stroke:BLUE}),path(G_PATH,{stroke:RED,"stroke-dasharray":"-"})

F_COEF * CORRECT_Y + G_COEF * CORRECT_GY

Encuentra f(CORRECT_X) y g(CORRECT_GX).

\begin{align*} f(CORRECT_X) &= CORRECT_Y \\ g(CORRECT_GX) &= CORRECT_GY \end{align*}

F_COEF f(CORRECT_X) + G_COEF g(CORRECT_GX)

= (F_COEF) (CORRECT_Y) + (G_COEF) (CORRECT_GY)

= F_COEF * CORRECT_Y + G_COEF * CORRECT_GY

= F_COEF * CORRECT_Y + G_COEF * CORRECT_GY