The parent function, f (x) = 5x, has been vertically compressed by a factor of one-fourth, shifted to the right three units and up two units. Choose the correct function to represent the transformation.

Y=5x compress by a factor of 4 (divide y, or the function, by 4)

y=5x/4 shift to the right by 3 units (subtract 3 from the x value)

y=5 (x-3) / 4

y = (5x-15) / 4 shift upwards by 2 units (add 2 to y, or the function)

y = (5x-15) / 4 + 2

y = (5x-15+8) / 4

y = (5x-7) / 4