Find a simple basic function as a right/left end end behavior model f(x)=e^x-2x
okay
u get this one already??
y = e^x - 2x
i need help with this one i dk wht to do
do you know what to do ?
think about e^x
for larger values of e^x does the linear line 2x values really matter
no
but for small values of x e^x - x will start to matter and for e^x where x is negative
e^x will get smaller and smaller while 2(-x) will stay about the same
ok? but were does this all lead to the point about left n right end?
here u can probably benefit from this, just dont rely on this for all your answers try to understand it!
yea that is what i want to do learn it
im basically saying for values of x as you go right the e^x is dominant and as you go toward the left, the -2x is dominant
oo i get that part now but what does simple basic form
how do you get that
as really big values of x, ull only see the effects of e^x at really small values(more and more negative) of x, you will only see only -2x as e^-big number = approaching 0
e^-inf = 1/e^inf = 0
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