Elementary English for Tourism and Hospitality. LESSON 24 – Checking Out.
STUDY NOTES Characters Leo: Mona: Jack:
Receptionist Guest Guest
The story Mona and Jack arrive at the front desk with their baggage to check out. Expressions - Answering queries regarding invoices Below are some expressions for answering queries about charges on invoices. As you read them out loud, stress the words in bold. Expressions for when you need to explain an extra cost. I see the problem.
It is our everyday experience that materials in the solid, liquid, and gas phases
are equally present in the world around us.1 Nevertheless it is the physics
of solids that has acquired a privileged status in the vast field of research
into the physical properties of macroscopic bodies. The reason for this is
that while investigating liquids and real gases, let alone materials in so-called
mesomorphic phases can yield a lot of new and interesting results, it is the
processes taking place in solids that have, in the first place, led to a great
many fundamentally new concepts.
The principal charge to the Committee on Elementary Particle Physics in the
21st Century was to recommend priorities for the U.S. particle physics
program for the next 15 years. Described in the Executive Summary and
more fully presented in the Overview, the committee’s considered response is laid
out in detail in the main text of this report, which begins by discussing the scientific
challenges in particle physics and conveying the current status of the U.S.
program and then presents the committee’s consensus on the best way to sustain a
competitive and globally relevant U.S.
¾ With the modern knowledge about the structure of matter
we know that electric charges come from elementary
particles: negatively charged electron and positively charged
proton. In nuclei there are also neutron with no charge.
Interaction between charges: two positive charges or two
negative charges repel each other. A positive charge and a
negative charge attract each other. This interaction is called the
static electric interaction.
Let X be a projective manifold and f : X → X a rational mapping with large topological degree, dt λk−1 (f ) := the (k − 1)th dynamical degree of f . We give an elementary construction of a probability measure µf such that d−n (f n )∗ Θ → µf for every smooth probability measure Θ on X. We show t that every quasiplurisubharmonic function is µf -integrable. In particular µf does not charge either points of indeterminacy or pluripolar sets, hence µf is f -invariant with constant jacobian f ∗ µf = dt µf...