Instructions: For the function given, determine the direction and amount of vertical shift from the function y=(2)x𝑦=(2)𝑥.y=4(2)x−1−5𝑦=4(2)𝑥−1−5Vertical shift Answer 1 Question 5 Answer 2 Question 5 units.CheckQuestion 5
Question
Instructions: For the function given, determine the direction and amount of vertical shift from the function y=(2)x𝑦=(2)𝑥.y=4(2)x−1−5𝑦=4(2)𝑥−1−5Vertical shift Answer 1 Question 5 Answer 2 Question 5 units.CheckQuestion 5
Solution
The function given is y=4(2)x−1−5. To determine the vertical shift, we need to look at the constant term in the function. In this case, the constant term is -5.
This means that the function is shifted 5 units downwards.
So, the direction of the vertical shift is downwards and the amount of the shift is 5 units.
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