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Question 1 of 3
Translate (shift) the point (4,-1)(4,−1) down by 55 units.
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Vertical translations (shifts) of functions are written in the form y=f(x)+cy=f(x)+c.
cc is how many units up or down the graph will be shifted.
To translate (shift) the point (4,-1) down by 5 units, subtract 5 from the y coordinate.
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(4,-1) |
Subtract 5 from the y coordinate. Remember (x,y). |
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(4,-1-5) |
Simplify |
= |
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(4,-6) |
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Question 2 of 3
Translate (shift) the point (4,-1) up by 7 units.
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Vertical translations (shifts) of functions are written in the form y=f(x)+c.
c is how many units up or down the graph will be shifted.
To translate (shift) the point (4,-1) up by 7 units, add 7 to the y coordinate.
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(4,-1) |
Add 7 to the y coordinate. Remember (x,y). |
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(4,-1+7) |
Simplify |
= |
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(4,6) |
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Question 3 of 3
Translate (shift) the point (2,-4) up by 3 units.
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Vertical translations (shifts) of functions are written in the form y=f(x)+c.
c is how many units up or down the graph will be shifted.
To translate (shift) the point (2,-4) up by 3 units, add 3 to the y coordinate.
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(2,-4) |
Add 3 to the 3 coordinate. Remember (x,y). |
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(2,-4+3) |
Simplify |
= |
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(2,-1) |
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