1. choose the best descriptor for the graph of f(x)=e^x+5. a. it increases and goes through the point (0,6). b. it decreases and goes through the point (0,6). c. it increases and goes through the point (5,1). d. it decreases and goes through the point (5,1).

It decreases and goes through the point (0,6)

Step-by-step explanation:

Starting from a parent function , if you add a constant to the whole function, i.e. you perform the transformation

you shift the graph of the parent function by units, upwards if is positive, downwards otherwise.

In this case, so, you're shifting, the graph of 5 units upwards. Since the parent function passes through the point , because , the shifted graph mantains the same coordinate, but the coordinate is increased by 5, because of the 5 units upwards shift.

x = 3 ± √(5+y)