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How to do this sum? suppose that f(x)=dx+m,(d&m are real numbers). Given that f(f(f(x))) = 8x+21, what is the value of d+m? Please help me or give me a hint.
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f(x)=dx+m can u find f(f(x)) =... ?
replace 'x' in f(x) by 'dx+m'
f(f(x))= d^2x +dm+ m right? nd f(f(f(x)))=d^3x + d^2m + dm + m
yes.
d^3x + d^2m + dm + m = 8x+21 so d^3 = 8 comparing the co-efficients of x so, d=... ?
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equating constants d^2m + dm + m = (d^2+d+1) m = 21
@hartnn thank u so much!!!!
welcome ^_^
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