The discriminant of a quadratic equation determines the nature of the roots of the equation whether they are rel or imaginary. The formula for determining the discriminant is
d = b2 - 4acd = 36 - 4*3*3 = 0This means there is only one real number root.
Given the equation in 2, it can be projected that for every y, there are two x's (negative and positive) equivalent. The vertex would lie below the x-axis. Answer is B
Answer:
u(x) and v(x) 2
Step-by-step explanation:
(Strictly speaking of domain):
u(x) has the same restrictions as v(x).
In v(x) it can be anything except 2. Its restriction is 2.
In u(x) it can be anything except for v(x)'s restrictions. Its restriction is also 2.
Apply quotient rule and chain rule and power rule.
Differentiate both sides with respect to x
You'll get
Answer:
C
Step-by-step explanation:
