Question 1 (1 point) Solve log (2x) = log(x) + C for C to three decimal places Oc=-0.699 Oc= 0.301 Oc= 2.000 Oc = 3.322 Question 2 (1 point) What is the role of the parameter d in the transformed function f(x) = alog{(k[x - d]) } + c? OHorizontal shift left or right Horizontal stretch or compression Vertical stretch or compression OReflection over the y-axisQuestion 3 (1 point) What is the role of the parameter k in the transformed function f(x) = alog{(k|z d])} + () Horizontal stretch or compression C) Vertical stretch or compression (_) Horizontal shift left or right OC) Reflection over the Z-axis Question 4 (1 point) What is the role of the parameter C in the transformed function f(x) = alog{(k|x d])} + C) Vertical shift up or down C) Horizontal shift left or right C) Vertical stretch or compression \\__) Reflection over the Z-axis Question 5 (1 point) What is the role of the parameter Q in the transformed function f(x) = alog{(k[x - d]) } + c Vertical stretch or compression Vertical shift up or down Reflection over the y-axis O Horizontal shift left or right Question 6 (1 point) What is the equation of the vertical asymptote in the graph of f(x) = alog{(k(x - d]) } + c? Ox = d Ox =0 Ox = 1 Oy = 0