which is not a polynomial? p(x)=x^4-1/2x^3+5x^2-4.144x+1 f(x)=sqrt2x-5 g(x)=-(x-4)^3(x+5)^4(3-9x)^8 h(x) = x^3-2x^2+3x-x^-1+1
hmmm if the "x" variable is not the exponential one, then you'd know is a horizontal parabola and thus it won't pass the "vertical line test" and thus is not a \(\bf function\) per definition
I don't get it ... Is a function the same as a polynomial? How can I figure out that the f(x) isn't a polynomial by looking at it. Do I have to solve every problem?
polynomial is a formula of the function that could be written as sum of power variable . see which one of them cant be written as sum of power variable
sum of power variable?
am gonna give u example for polynomial \[x^5+3x^4+2x=0\]
"sum of power variable" i;m not sure if said it correctly wat i ment is u have a variable x for example .
still confused ??
yes
thank you Jdoe!
yw
It cant have a negative exponent?
h(x) is not a polynomial then?
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