To transform f(x)=x^2+12 to f(x−3) , which of the following shows the order in which operations should be performed? (1 point)
The correct order of operations is:
1. Subtract 3 from x
2. Square the result
3. Add 12 to the squared result
Therefore, the correct order is:
1. x−3
2. Square the result
3. Add 12 to the squared result
So, the correct answer is f((x−3)^2+12).
Square (x−3), subtract 3, and add 12.
Square left parenthesis x minus 3 right parenthesis , subtract 3, and add 12.
Subtract 3 from x, multiply by 2, and add 12.
Subtract 3 from x, multiply by 2, and add 12.
Subtract 3 from x, square (x−3), and add 12.
Subtract 3 from x, square left parenthesis x minus 3 right parenthesis , and add 12.
Square (x−3), add 12, and subtract 3 from x.
The correct choice is:
Subtract 3 from x, square (x−3), and add 12.