http://prntscr.com/6g19db
am I right? if I am wrong why?
i'd like to know so I can practise on this more
just plugging the values you have in the table into those equations for x=1 f(1)=4 g(1)=-1 f(1)+g(1)=3
and go on
seems that b and c are off the road since f(x) is and exponential function and g(x) is constant
ok so A. 4^1 - 1*1 = 3 B. -1(4^1) = -4 C. 4^(1-1) = 1 D. 4^1 - 1 = 3
so i would say you choice is incorrect since g(x) is constant observe that g(x)=-1 for any x so choosing something else in not good
yeah... the only way offhand to do it, is to test the coordinates
so we have A and D. imma try 2 now and if it equals 15 that's the answer? A. 4^2 - 1*2 = 15 D. 4^2 - 1 = 15 but how do I know which one?
wait
first one is 14 not 15 typo
so it's D?
after doing the coordinates you need to match with what the table tells us because we have the value of f(x)+g(x)
ah ok so it is D
i knew it had to be A or D
i believe that A mismatches the criteria we are looking for it got the exponential part but the linear part is off g(x) has to be constant -1 for any x
understandable
analytically D seems good without going with the coordinates other choices are off the hood B is does not have what we look for and c is just and exponential function
so according to this f(x)=4^x and g(x)=-1
4^x + -1 = 4^x - 1
if we add then we get h(x)=4^x-1 plugging some values 1 h(1)=3 check with the table 2 h(2)=16-1=15 3 h(3)=64-1 =63
and so on
yes~ of course
:) thanks!
no problem
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