The domain of the function f(x) is open square bracket, minus, 15, comma, 8, close square bracket[−15,8] and the range is open square bracket, 4, comma, infinity, right bracket[4,∞). Using interval notation, find the domain and range of g, of, x, equals, minus, f, of, xg(x)=−f(x).

Find the domain of the function defined by the set of points below. Express your answer as a set of numbers.left bracket, 8, comma, minus, 5, right bracket, comma, left bracket, minus, 2, comma, minus, 9, right bracket, comma, left bracket, 6, comma, minus, 8, right bracket, comma, left bracket, 0, comma, minus, 5, right bracket, comma, left bracket, minus, 8, comma, 9, right bracket, comma, left bracket, minus, 6, comma, 1, right bracket(8,−5),(−2,−9),(6,−8),(0,−5),(−8,9),(−6,1)

What are the domain and range of g(x)=−14(x−17)2+61𝑔⁢(𝑥)=-14⁢(𝑥-17)2+61? A. Domain: All real numbersRange: g(x)≤61𝑔⁢(𝑥)≤61 B. Domain: x≤17𝑥≤17Range: g(x)≤61𝑔⁢(𝑥)≤61 C. Domain: All real numbersRange: x≤17𝑥≤17 D. Domain: g(x)≥61𝑔⁢(𝑥)≥61Range: x≤17

Find the functions and their domains. (Enter the domains in interval notation.)f(x) = x + 1x,    g(x) = x + 5x + 2(a)    f ∘ g(f ∘ g)(x)  = 2x2+14x+29(x+2)(x+5)​ domain    (−∞,−5)∪(−5,−2)∪(−2,∞) (b)    g ∘ f(g ∘ f)(x)  = domain    (c)    f ∘ f(f ∘ f)(x)  = domain    (d)    g ∘ g(g ∘ g)(x)  = domain

Identify the Domain and Range for the following function:  f(x) = -2x + 5

Find the domain for (f−g)(x)(𝑓-𝑔)(𝑥) when f(x)=−8x5x+7𝑓(𝑥)=-8𝑥5𝑥+7 and g(x)=4x−9x−7.𝑔(𝑥)=4𝑥-9𝑥-7.