QuestionFind the starting point of the function on the coordinate plane. What is the ordered pair?
Studdy Solution
STEP 1
Assumptions1. The function is . We are looking for the starting point of the function on the coordinate plane
STEP 2
The square root function, , is defined for all . In the function , the expression inside the square root is . This means that must be greater than or equal to0 for the function to be defined.
STEP 3
To find the value of that makes , we can solve this inequality.
STEP 4
This means that the function starts at on the coordinate plane.
STEP 5
Now, we need to find the corresponding -value when . We can do this by substituting into the function.
STEP 6
implify the expression inside the square root.
STEP 7
Calculate the square root of0.
STEP 8
Calculate the value of .
So, the function begins at the ordered pair on the coordinate plane.
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