find f(x -1) for the following function
f(x) = sqrtx^2 - 3/ 6x + 6
Is the entire equation underneath the square root or just the numerator? If it is just the numerator then here is the answer:
[sqrt((x-1)(x-1)-3)]/[6(x-1)+6]
[sqrt(x^2 -2x+1-3)]/[6x-6+6]
[sqrt(x^2 -2x-2)]/6x
[sqrt(x-1)^2]/6x
x-1/6x
I added brackets to make it easier to distinguish between numerator and denominator. If the whole equation was underneath the square root then the answer would be:
sqrt((x-1)^2)/6x