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Keep Your Composure contest Composite Functions Review
Please select a Team Now. The Water Buffalos The Ugly Ducklings Team Einstein Power Platypuses  Team Fibonacci 0 of 30
Composite Functions Can be used to Predict The Best Price For a Product 30 True False 0
30 (f ∘ g)(x) (g ∘ f)(x) f(g(x)) g(f(x)) fof g of x Bologna 0 What is the Proper Notation for f of g of x?
Find the Domainand Rangeof(f ∘ g)(x)	f(x)=x2;  g(x)=x+2 30 {xER} {yER|y≥0} {xER} {yER|y≥2} {xER} {yER|y≤2} {xER|x≤2} {yER} {xER|x≤0} {yER} {xER} {yER} 0
Determine the Equation of y= f(g(x)) iff(x)=x2 and g(x)=x2+1 30 f(g(x))=2x2+2 f(g(x))=x4+1 f(g(x))=x4+2x2+1 f(g(x))=x4+x2+1 0
Determine the Equation of y= f(f(x)) iff(x)=x5 30 f(f(x)=x5 f(f(x)=5x5 f(f(x)=x10 f(f(x)=x25 f(f(x)=x5x+25 0
30 (q∘u)(2)=422 (q∘u)(2)=62 (q∘u)(2)=28 (q∘u)(2)=322 (q∘u)(2)=444 0 Let q(x)=x2+x+2 and u(x)=7x+6
Let t(x)=x+2,u(x)=x+6 and w(x)=x+1 t(u(w(2)))=6 t(u(w(2)))=11 t(u(w(2)))=24 t(u(w(2)))=16 t(u(w(2)))=2 None of the above
30 (f -1∘ g-1)(x) (f ∘ g)(x) (g∘ f)(x) (g -1∘ f-1)(x) None of the above 0 (f ∘ g)-1(x) equals:
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Keep Your Composure Contest

  • 1. Keep Your Composure contest Composite Functions Review
  • 2. Please select a Team Now. The Water Buffalos The Ugly Ducklings Team Einstein Power Platypuses Team Fibonacci 0 of 30
  • 3. Composite Functions Can be used to Predict The Best Price For a Product 30 True False 0
  • 4. 30 (f ∘ g)(x) (g ∘ f)(x) f(g(x)) g(f(x)) fof g of x Bologna 0 What is the Proper Notation for f of g of x?
  • 5. Find the Domainand Rangeof(f ∘ g)(x) f(x)=x2; g(x)=x+2 30 {xER} {yER|y≥0} {xER} {yER|y≥2} {xER} {yER|y≤2} {xER|x≤2} {yER} {xER|x≤0} {yER} {xER} {yER} 0
  • 6. Determine the Equation of y= f(g(x)) iff(x)=x2 and g(x)=x2+1 30 f(g(x))=2x2+2 f(g(x))=x4+1 f(g(x))=x4+2x2+1 f(g(x))=x4+x2+1 0
  • 7. Determine the Equation of y= f(f(x)) iff(x)=x5 30 f(f(x)=x5 f(f(x)=5x5 f(f(x)=x10 f(f(x)=x25 f(f(x)=x5x+25 0
  • 8. 30 (q∘u)(2)=422 (q∘u)(2)=62 (q∘u)(2)=28 (q∘u)(2)=322 (q∘u)(2)=444 0 Let q(x)=x2+x+2 and u(x)=7x+6
  • 9. Let t(x)=x+2,u(x)=x+6 and w(x)=x+1 t(u(w(2)))=6 t(u(w(2)))=11 t(u(w(2)))=24 t(u(w(2)))=16 t(u(w(2)))=2 None of the above
  • 10. 30 (f -1∘ g-1)(x) (f ∘ g)(x) (g∘ f)(x) (g -1∘ f-1)(x) None of the above 0 (f ∘ g)-1(x) equals: