Instructions: For the function given, determine the direction and amount of vertical shift from the function y=(2)x𝑦=(2)𝑥.y=6(2)x+1−3𝑦=6(2)𝑥+1−3Vertical shift Answer 1 Question 3 Answer 2 Question 3 units.
Question
Instructions: For the function given, determine the direction and amount of vertical shift from the function y=(2)x𝑦=(2)𝑥.y=6(2)x+1−3𝑦=6(2)𝑥+1−3Vertical shift Answer 1 Question 3 Answer 2 Question 3 units.
Solution
The given function is y=6(2)x+1−3. To determine the vertical shift, we need to look at the constant term in the function. In this case, it is -3.
A vertical shift happens when a constant is added or subtracted to the function. If the constant is positive, the shift is upwards, and if it is negative, the shift is downwards.
In this case, the constant is -3, which means there is a vertical shift of 3 units downwards.
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