+234 1. Describe the two transformations that occur to the parent function f(x)=√x when transformed to the function g(x)=2√x+3
2. Then, describe the domain and range of g(x). (You may use Interval Notation or Words)
+128475 g(x)=2√x+3
The transformed function vertically stretches the parent by a factor of 2 and up 3 units
The domain is [ 0, inf )
The range is [3, infinity )
if the transformed funtion is supposed to be
g(x)=2√ (x+3)
The parent is vertically stretched by a factor of 2 and shifted to the left by 3 units
The domain is [ -3, infinity )
The range is [0, infinity )
