F(x)=1/sqrt(x-8) How do you find the range? I got the domain, x >8. If I plug back 8 in, I get undefined at the bottom.
range is infinti
when u plug in x=8 the function f(x)=1/0 anything divide by a very small number like 0 will result in inifinity
also range is from 0 to infinity it can't be less than 0 because there are no negative y values for this function because square root of a negative is imaginary
i think we're in the same class lol
lmaoo
unbreak did u understand the range?
But if you divide by a 0, you would end up getting undefined, so what you are saying is, if you get undefined, its infinity? The answer is actually (0,infinity) but when I graph it on my calculator, it stops at 1..which is weird
at x=1 or y=1?
at y=1
im confused, cause I saw a couple of videos online on how to find the domain and range. Most of them used easy examples, and they said find the domain and plug in the domain # for X.
ok i think some of what i told u was not right
But with mine, I end up getting 1/0 which I think you said is infinity..but how would I be able to tell if its -Infinity, or +infinity, or even (-infinity,+infinity)? In other words, how would I know the other point
so i am going to tell u it clearly now whats goin on with this function...this function does not exist for x<8 the reason being because when u plug in x<8 the denominator can not be solved because the square root of a negative number is imaginary and secondly when x does equal 8 this function the denominator goes to 0 then the calculator says it's undefined because it does to infinity and now y=1 at x=9 so i think u need to fix the domain on ur calculator to plot only x>8 and this function u can think of it as a square root function which does not start until x=8 so it can be thought of as delayed function because nothing happens before x=8
u can tell its positive infinity because its 1/0 at x=8 and the numerator is positive if the numerator was -1/0 then it would be negative inifinity
u get it?
yup
ty :D
range is y > 0.
range is [0,1]
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