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Question Number 145093 by mathdanisur last updated on 02/Jul/21

if  f(ax+2b)=x  and  f(2a)=(b/a)  find  f(5b)=?

iff(ax+2b)=xandf(2a)=bafindf(5b)=?

Answered by liberty last updated on 02/Jul/21

⇔f(x)=((x−2b)/a) ∧ f(2a)=(b/a)  ⇒((2a−2b)/a) = (b/a) ; 3b=2a & a=((3b)/2)  then we get f(x)=((2(x−2b))/(3b))  so f(5b)=((2(5b−2b))/(3b)) = 2

f(x)=x2baf(2a)=ba2a2ba=ba;3b=2a&a=3b2thenwegetf(x)=2(x2b)3bsof(5b)=2(5b2b)3b=2

Commented by mathdanisur last updated on 02/Jul/21

Cool Ser, thank you

CoolSer,thankyou

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