Question
Given the parent function f(x)log(base10)x, state the equation of the function that results from a vertical stretch by a factor of 2/5, a horizontal stretch by a factor of 3/4, a reflection in the y-axis , a horizontal translation 2 units to the right, and a vertical translation 3 units down.
I did this so far and I don't know what to write for a horizontal stretch by a factor of 3/4.
f(x)=alog(base10)(k(x-d))+c
=2/5log(base10)(-k(x-2))-3
Would it be 3/4 or different I know it says 1/k?
I did this so far and I don't know what to write for a horizontal stretch by a factor of 3/4.
f(x)=alog(base10)(k(x-d))+c
=2/5log(base10)(-k(x-2))-3
Would it be 3/4 or different I know it says 1/k?