If the graph of a function passes through the origin, what must be true of the function? a. the graph of the function must be a straight line. b. the function will only work for positive values of x c. there cannot be a constant in the equation of the function. d. as x increases, y must also increase

Given the situation  that a graph of a function passes through the origin, c. there cannot be a constant in the equation of the function. This is because even if the x is substituted as zero, the constant term can raise the y-value to a non-zero digit. Hence the (0,0) is not achieved anymore in this case,

It’s 24.6 after you round to the nearest tenths the answer should be 25.0