I'm assuming by the way those points lie in the coordinate plane that this is a parabola that opens to the right, a y^2 parabola. Our x and y coordinates are (4,0), and the h and k of the vertex are (-3, -1). The standard form for this parabola is
. We need to find a. Filling in accordingly,
. Simplifying a bit we get 4 = a - 3. a = 7. The parabola, then, has the equation
Answer:
D 60
Step-by-step explanation:
f(5)=35
f(6)=40
f(7)=45
f(8)=50
f(9)=55
f(10)=60
You must do in this case is composition of both functions:
a (x) = 3x + 1
b (x) = root (x-4)
Making the composition
b (a (x)) = root ((3x + 1) -4)
Rewriting:
b (a (x)) = root (3x-3)
b (a (x)) = root (3 (x-1))
Answer:
The domain of the function is:
x> = 1
Equivalently:
[1, inf)
The answer is 63.because it can be divided by other many numbers like 3,7,9 ......
I am 100% sure about the answer..
Answer:
consistent
Step-by-step explanation:
