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The function f is defined by f(x)= see below find f(5x) I have the answer I just need some to check it
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\[\frac{ -2+3x }{ 5+x }\]
\[\frac{5 \left( 3x-2 \right) }{ x+5 }\]
You can evaluate the numerator and denominator and then divide.
uhmm just replace all "x" wid "5x"
\(\large f(x) = \frac{ -2+3x }{ 5+x }\) \(\large f(5x) = \frac{ -2+3(5x) }{ 5+(5x) }\)
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Absolutely :) ^
u cud have also done it in two steps as @calculusxy mentioned earlier :)
whoa. ive been working on this all day....geesh...\[3-\frac{ 17 }{5\left( x+1 \right) }\]?
u wana subtract ?
\[\frac{ 15x-2 }{ 5\left(x+1 \right) }?\]
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\(\large \color{Red}{\checkmark}\)
good work !!
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