macarthur
macarthur
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f(x)=1/x and g(x)=9x+6 i) f of g(x)= f ( g(x) ) = 1/(9x+6) Domain: All real numbers, and x cannot equal 0 or -6/9. ii) g of f(x)= g( f(x) ) = 9/x+6 domain: All real numbers, x cannot equal 0 (-oo,0)U(0,+oo) iii) f of f(x)= f …
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f(x)=1/x and g(x)=9x+6 i) f of g(x)= f ( g(x) ) = 1/(9x+6) Domain: All real numbers, and x cannot equal 0 or -6/9. ii) g of f(x)= g( f(x) ) = 9/x+6 domain: All real numbers, x cannot equal 0 (-oo,0)U(0,+oo) iii) f of f(x)= f …
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f(x)=1/x and g(x)=9x+6 i) f of g(x)= f ( g(x) ) = 1/(9x+6) Domain: All real numbers, and x cannot equal 0 or -6/9. ii) g of f(x)= g( f(x) ) = 9/x+6 domain: All real numbers, x cannot equal 0 (-oo,0)U(0,+oo) iii) f of f(x)= f …
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f(x)=1/x and g(x)=9x+6 i) f of g(x)= f ( g(x) ) = 1/(9x+6) Domain: All real numbers, and x cannot equal 0 or -6/9. ii) g of f(x)= g( f(x) ) = 9/x+6 domain: All real numbers, x cannot equal 0 (-oo,0)U(0,+oo) iii) f of f(x)= f …
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f(x)=1/x and g(x)=9x+6 i) f of g(x)= f ( g(x) ) = 1/(9x+6) Domain: All real numbers, and x cannot equal 0 or -6/9. ii) g of f(x)= g( f(x) ) = 9/x+6 domain: All real numbers, x cannot equal 0 (-oo,0)U(0,+oo) iii) f of f(x)= f …
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f(x)=1/x and g(x)=9x+6 i) f of g(x)= f ( g(x) ) = 1/(9x+6) Domain: All real numbers, and x cannot equal 0 or -6/9. ii) g of f(x)= g( f(x) ) = 9/x+6 domain: All real numbers, x cannot equal 0 (-oo,0)U(0,+oo) iii) f of f(x)= f …