what is the y - intercept of the quadratic function (f(x)=(x - 6)(x - 2))?\n(0,-6)\n(0,12)\n(-8,0)\n(2,0)

what is the y - intercept of the quadratic function (f(x)=(x - 6)(x - 2))?\n(0,-6)\n(0,12)\n(-8,0)\n(2,0)

what is the y - intercept of the quadratic function (f(x)=(x - 6)(x - 2))?\n(0,-6)\n(0,12)\n(-8,0)\n(2,0)

Answer

Explanation:

Step1: Recall y - intercept concept

The y - intercept is found by setting (x = 0) in the function.

Step2: Substitute (x = 0) into the function

[ \begin{align*} f(0)&=(0 - 6)(0 - 2)\ &=(-6)\times(-2)\ &=12 \end{align*} ] The y - intercept is the point ((0,f(0))=(0,12)).

Answer:

(0,12)