How often should you practice your emergency plan? (Check all that apply) * 5 points Check all that apply. Fire drills must be practiced once a month Emergency drills must be practiced at least two times per year. When you need to train new staff person or when you want to have additional practice

\[ \text { PROMETHEUS } \] Was passiert in der Sage? Halte die wichtigsten Punkte stichwortartig oder auch grafisch fest. I. Wie entsteht der Mensch im Prometheus-Mythos? Was können wir daraus über das Menschenbild der antiken Griechen ableiten? II. Kannst du im Hinblick auf die Erschaffung des Menschen Unterschiede/ Gemeinsamkeiten zur Bibel finden? V. Warum wird Prometheus von Zeus bestraft? I. Was symbolisiert die Büchse der Pandora? spezifische Dinge (Helios ist für die Sonne zuständig, Hera für die Ehe, Hades für die Unterwelt usw.). Was könnte der Titan Prometheus verkörpern? Was könnte seine metaphorische Bedeutung sein?

Match the type of noun below to its correct name. Abstract Noun Cat Team

Which of the following statements islare TRUE of the major schools of economic thought? i. Keynesians believe in the use of macroeconomic tools to stabilise the economy whereas the others do not. ii. Monetarists believe that monetary policy is more effective than fiscal policy in eliminating unemployment, whereas Keynesians believe the opposite. iii. Supply-siders believe that incentives to work, save and invest are more important than macroeconomic demand manipulation in managing the economy. iv. The classical economists believed that the monetary and real sides of the economy wereentirely separate, whereas the other schools believe that the monetary sector can affecthe real economy, at least in the short run. a) i b) i and ii c) i, iii and iv d) ii, iii and iv

Decide whether the following statement is true or false. The graph of \( y=-f(x) \) is the reflection about the \( x \)-axis of the graph of \( y=f(x) \). Choose the correct answer below. False True

3.20. Para \( n \in \mathbb{Z}^{+} \)se define \( f(n) \) como el número de enteros positivos \( <n \) que son primos relativos con \( n \), por ejemplo \[ \begin{aligned} f(1)=1, \\ f(2)=1, \\ f(3)=2, \\ f(4)=2\end{aligned} \] 3.20.1. Calcular \( f(10), f(13), f(18), f(24) \) \( \begin{array}{l}\text { 3.20.2. Para } n=12,18,19,25 \text { calcule } \\ \text { 3.20.3. Infiera una fórmula para } \\ \qquad\end{array} \)