Given
Function
Find
horizontal translation
Explanation
Horizontal translation refers to the shifting of curve along the x axis by some specific units without changing the shape and domain of the function.
it is given by
[tex]y=f(x\pm k)[/tex]
1.)
[tex]y=(x-5)^2[/tex]
the curve is translated horizontally by -5 units.
2)
[tex]y=(x+1.8)^2[/tex]
the curve is translated horizontally by 1.8 units.
Final Answer
Hence ,
1) the curve is translated horizontally by -5 units.
2) the curve is translated horizontally by 1.8 units.
