The cost of x pounds of fudge can be a linear equation, because it increases in a constant rate of change, so linear equations are given by the expression:
y=mx+b
where m=slope, so to find the equation, first we have to calculate the slope with two points given in this case:
(1/4, 1.49)=(0.25, 1.49)
(1/2, 2.98)=(0.5, 2.98)
The slope is given by the expression:

And to find the equation, we can use the slope-point form, that is given by the formula:
*We can use any of the two points
