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Mathematics, 01.08.2019 15:30 ajbyrd911

Which function rule represents h(x) as an independent function? f(x)=6x2βˆ’3xβˆ’9 g(x)=2x2+4x+8 h(x)=f(x)βˆ’g(x) answer choices: h(x)=4x2βˆ’7xβˆ’17 h(x)=x+x h(x)=4x2+x+1 h(x)=xβˆ’x h(x)=4x2βˆ’xβˆ’1 h(x)=βˆ’4x2+7x+17

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Which function rule represents h(x) as an independent function? f(x)=6x2βˆ’3xβˆ’9 g(x)=2x2+4x+8 h(x)=f(...
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