A wolf leaps out of the bushes and takes a hunter by surprise. Its trajectory can be mapped by the equation f(x) = −x2 + 8x − 12. Write f(x) in intercept form and find how far the wolf leaped using the zeros of the function. (1 point)
y = (x + 2)(x − 6); the wolf leaped a distance of 8 feet using zeros −2 and 6
y = −(x − 2)(x − 6); the wolf leaped a distance of 4 feet using zeros 2 and 6
y = (x − 3)(x + 4); the wolf leaped a distance of 7 feet using zeros −4 and 3
y = −(x − 3)(x − 4); the wolf leaped a distance of 1 foot using zeros 3 and 4
