5
Si \(f(x) = x (x – 1)\), entonces \( f(-x) \) es igual a:
4
Si:
x = 4^{
\frac{k}{3} + 2L
} \left(
\sqrt[3]{4}
\right)^{ – (K + 4L) }
\left(
16^{
1 – \frac{L}{3}
}
\right),
\]
entonces \(x\) es igual a:
Si \(
x = 4^{
\frac{k}{3} + 2L
} \left(
\sqrt[3]{4}
\right)^{ – (K + 4L) }
\left(
16^{
1 – \frac{L}{3}
}
\right)
\), entonces \(x\) es igual a:
3
Un automóvil viaja a \( 10 \, \frac{Km}{h} \) durante una hora. En la segunda hora duplica su velocidad y, en general, cada hora transcurrida duplica su velocidad. De continuar variando su velocidad de esa forma ¿qué velocidad tendrá durante la séptima hora?
2
La expresión numérica:
\begin{aligned}
&\frac{1}{2} – \left[ \frac{1}{2} – \left\{ \frac{1}{4} – \left( 2 \cdot \left( \frac{1}{2} \right) – \frac{1}{4} \right) \right\}
\right.
\\[.5em]
&\hspace{9em}
\left.
+ \frac{1}{2} – \left( – \frac{1}{4} \right)
\right]
\end{aligned}
\]
\frac{1}{2} – \left[ \frac{1}{2} – \left\{ \frac{1}{4} – \left( 2 \cdot \left( \frac{1}{2} \right) – \frac{1}{4} \right) \right\}
+ \frac{1}{2} – \left( – \frac{1}{4} \right)
\right]
\]
es equivalente a:
La expresión numérica: \(
\cfrac{1}{2} – \left[ \cfrac{1}{2} – \left\{ \cfrac{1}{4} – \left( 2 \cdot \left( \cfrac{1}{2} \right) – \cfrac{1}{4} \right) \right\}
+ \cfrac{1}{2} – \left( – \cfrac{1}{4} \right)
\right]
\), es equivalente a:
1
El mayor múltiplo común de 5 y 25 que es mayor que 25 y menor que 100 es:
pcts34vd01
Sección 2.2. Inecuaciones Polinomiales
(left(0,2right)) (left[0,sqrt{5}right]) (left(-infty,-frac{1}{3}right)cupleft(0,+inftyright)) (left(-1,1right)) (left(-infty,-3right)cupleft(3,+inftyright)) (left(-infty,-frac{3}{4}right]cupleft[frac{3}{4},+inftyright)) (left(-2,3right))live_tv (left(-infty,-1-sqrt{21}right]cupleft[-1+sqrt{21},+inftyright)) (left(-infty,-3right)cupleft(frac{1}{2},+inftyright)) (left(-infty,frac{1}{3}right)cupleft(frac{2}{3},+inftyright)) (left(3,4right)) (left(-infty,frac{1}{2}right)cupleft(frac{1}{2},+inftyright)) (left[-3,10right]) (left[-frac{1}{4},1right]) (left(-infty,-3right]cupleft[2,+inftyright)) (left[-3,frac{3}{2}right]) (left(-infty,-1right]cupleft[frac{3}{4},+inftyright)) (left[-2,1right]) (left(-infty,-5right)cupleft(0,1right)) (left[-3,-2right]cupleft[1,+inftyright)) (left[-2,6right])live_tv (left(-1,0right)cupleft(1,+inftyright))live_tv (left[2,3right])live_tv (left(-4,0right)cupleft(1,+inftyright))live_tv (left(-3-sqrt{2},-3+sqrt{2}right))live_tv (left(-3,2right)) (left(-1,2right)cupleft(3,+inftyright)) (left(-infty,+inftyright)) (left(-infty,+inftyright)) (emptyset) (emptyset) (left(-infty,-4right)cupleft(-4,+inftyright)) (left(-2,0right)cupleft(1,+inftyright)) (left(-infty,-3right)cupleft(-1,frac{1}{2}right)) (left(-infty,-1right)cupleft(1,2right)) (left(-2,-1right)cupleft(2,+inftyright)) (left(-infty,-2right)cupleft(4,+inftyright)) (left(1,+inftyright)) (left(-1,2right)) (left(-3,1right)) (left(-4,2right)) (left(-infty,-4right]cupleft[0,4right]) (left(-frac{1}{3},0right)cupleft(frac{3}{2},+inftyright)) (left(-infty,-4right]cupleft[-2,1right]cupleft[3,+inftyright)) (left[-1,1right]cupleft{ frac{7}{2}right} ) (left(-infty,-3right)cupleft(frac{1}{2},3right)) (left(-3,1right)) (left(-3,3right)) (left[-2,-frac{3}{2}right]cupleft[frac{3}{2},2right]) (left(-infty,-1right)cupleft(1,7right)) 50 camisas. a. […]
Sección 2.1. Inecuaciones Lineales
(left(-infty,4right))live_tv (left(-infty,-frac{32}{3}right))live_tv (left(10,+inftyright)) (left(-infty,5right]) (left(frac{17}{5},19right])PDF (left(-19,-9right))live_tv (left[-6,+inftyright)) (left(-infty,19right]) (left(9,+inftyright)) (left(-infty,frac{3}{7}right)) (left(-infty,3right]) (left[-3,+inftyright)) (left(-infty,-frac{1}{2}right]) (left[frac{1}{2},+inftyright)) (left(30,+inftyright)) (left[6,+inftyright))live_tv (left(-infty,sqrt{2}right]) (left[-frac{7}{3},+inftyright)) (left(-infty,4right]) (left(-infty,12right]) (left(-infty,5right)) (left(-infty,4right)) (left(frac{7}{3},frac{16}{3}right]) (left[-6,-4right]) (left(-frac{5}{3},frac{4}{3}right]) (left[-3,frac{21}{5}right)) (left[-1,frac{1}{2}right))live_tv (Bigl[2,frac{10}{3}Bigr]) (Bigl[2,3Bigr]) (left(-5,+inftyright)) (left[2,+inftyright)) (left(-infty,frac{1}{2}right)) (left(frac{24}{17},+inftyright)) (left(-infty,-3right)) (left(frac{15}{2},frac{21}{2}right]) (left[frac{11}{12},frac{13}{6}right]) (1501) (2000) (15,000) ($24 000) (10, 001) ( 22) ($6000) ($15000) 48 lámparas o menos. (6000) ( 5001 )live_tv […]