f(x) =2x - 33 for x=9???
What are the instructions?
evaluate each function for the given value of x, and write the input x and output f(x) as an ordered pair @Teddyiswatshecallsme
ooh i ahven't gotten to functions yet, sorry. ;-; I CAN'T HELP... Ifeel so useles.s.
its okay thank you!
we have a function \[\large f(x) = 2x - 33\] and we are told to figure out what that function will equal...when x = 9 So to find that out...all we do is replace every 'x' we see in the original equation...with 9 \[\large f(9) = 2(9) - 33\] \[\large f(9) = 18 - 33\] \[\large f(9) = ?\]
f(9) = -15
Perfect!
it says write the input and output values as an ordered pair?
oh and could you help me with one more please
Okay, so the input is the 'x' value....and the output is what the function equals with that input value.. So what did we input? we did x = 9 what did that output? it outputted y = -15 So the ordered pair would be (x,y) = (9 , -15)
ohhhh okay okay awesome
And of course I'll help you out with another :P
yayyy
f(x) = -2x +1/3 for x = -5
Alright so same thing here (gonna make you do it this time :P) we have \[\large f(x) = -2x + \frac{1}{3}\] and they want to know what that equals if you make 'x' = -5
my ordered pair i got was (-5, 11/3)
its actually \[-2x + 1\div3\]
not just 1/3 its all over the 3
Oh its the full thing \[\large \frac{-2x + 1}{3}\] Then yes your ordered pair is correct!
sorry can you check just one more for me and then i should be good ahah
lol of course :)
f(x) - 2/9x for -9/2 for x =9 and i got (9, -9) for my ordered pair
@johnweldon1993
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