The advertising and sales model of a company is given by the function s = 2t^2 + 100, where t is time in months and t ≥ 0. if advertising is delayed by a month, which type of transformation will occur to this model? a. shift along the x-axis b. shift along the y-axis c. reflection through the y-axis d. reflection through the origin

Answer and explanationthe answer is  shift along the x-axis.we acknowledge that "x-axis" shifts refers to horizontal translations, even though when we graph this, we should be using a t-axis for the horizontal axis.we would want to translate this horizontally so that it becomes s(t) = 2(t-1)²+100which shifts the graph of function s one month to the right. for every input  t, you get an output that would be one month behind the original advertising and sales model.

Y=-2x-6 is the answer