Vilka lokala och globala/absoluta max- och minpunkter har grafen?
Vilka lokala och globala/absoluta max- och minpunkter har grafen?
Lokalt maximum: $x=-2$
Globalt/absolut minimum: $x=0$
Lokalt minimum: $x=-2.5$
Globalt/absolut maximum: $x=-2$
Lokalt maximum: $x=0$
Globalt/absolut minimum: $x=-1$
Lokalt minimum: $x=0.5$
Lokalt maximum: $x=3$
Globalt/absolut minimum: $x=0$
Globalt/absolut maximum: $x=2$
Globalt/absolut minimum: $x=-1$
Typing functional expressions
Functional expressions are largely written as by hand. Functions must
be written with parentheses: i.e. sin(x), not sin x.
sqrt(x) exp(x)abs(x)
Exponents are written using ^: e.g. $2^{x+y}$ is wrtten as 2^(x+y).
Place parentheses where needed: $\dfrac{x+y}{1+x}$ is written as (x+y)/(1+x)
Multiplication sign may but do not have to be explicitly written out:
$x\cdot y$ may be written as xy or x*y.