Find the x-intercepts of the function. f(x)=x^1/2+1x^1/4-90
r u there?
set f(x) to zero then solve
yeah
proceed... how do you do that?
you will need to factor to solve
keep going...
oh wait fraction exponents my bad
lol
dooh... i thought i was talking to the asker....
lol
we can do the same as if we were solving a quadratic..
i don't understand what to do
if we let u=x^1/4. so now your equation is in quadratic form: u^2 + u - 90 = 0
the first thing is x^(1/2) tho ?
can you solve that equation i just wrote?
oh wait lol wow sorry
(1/4)*2 haha =)
or you can just solve 0 = x^{1/2}+x
i don't understand how to solve that.
first of all what is the equation?
this equation?: u^2 + u - 90 = 0 factor...
no i'm wondering if this equation is \[x^{1/2}\] or if its a fraction or something lol
i dont know, i really dont know any of this. i have a list of answers that i can choose from that i can list
dpanic basically gave you the answer all you have to do is remember FOIL.
whats is foil?
okay Ill give an example if you had x^2 + 2x +1 you could also write that as (x+1)(x+1) you just have to follow this same process but for your equation or if that doesn't work use quadratic formula
so x^2 = (x+1) (x+1)?
no expand what you see and brackets and you will see it does not equal x^2
do you know how to expand what you have in brackets?
no
x^1/2+1x^1/4-90 = 0 Let X = x^1/4, ==> X^2 + X - 90 = 0 Do you understand up to this point?
Chlorophyll she/he needs to learn factoring in general just ordinary factoring dpanic already got him/her to that point btw
i dont really understand what u did
@pleasecrystal that's the whole point why you're on OS website! Take a close look and learn how to solve, will you :)
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