Rabu, 26 April 2017

VOCABULARY


Vocabulary

data:image/jpeg;base64,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


1.      Anion is ion bermuatan negatif
2.      Ion is a molecule that has gained or lost one or more electrons
3.      ionic bond is electrostatic attraction between oppositely charged ions
4.      ionization is The breaking up of a compound into separate ions.
5.       liquid is A state of matter which takes the shape of its container
6.       Alkane is An alkane is an organic molecule that only contains single carbon-carbon bonds.
7.       Alkene  is An alkene is an organic molecule that contains at least one C=C or carbon-carbon double bond.
8.       Alkyne is An alkyne is an organic molecule that contains at least one carbon-carbon triple bond.
9.       Mass Number  is This number is the sum of the number of protons and neutrons
10.   Metallic Bonding  is Positively charged metallic ions surrounded by a electron cloud.
11.   Metals  is Good conductors of heat and electricity
12.    Metalloids  is Has properties of both nonmetals and metals.
13.   Malleable  is  Can be hammered.
14.    Molecule  is  A neutral molecule that forms as a result of electron sharing.
15.   Nonmetals   is  Usually gasses or brittle solids at room temperature.
16.    Nucleus   is The center of a atom.
17.    Neutrons   is  Particles in a atom with no charge.
18.    Oxidation Number  is Tells you how many electrons an atom has gained or lost.
19.   Physical Property is Characteristic of a material you can observe without changing the identity.
20.   Physical Change   is A change in size, shape, or state.
21.    Periodic Table is A table filled with elements in order of atomic numbers, etc.
22.    Pressure   is Force exerted per area. (Formula)
23.    Pascal  is  Used to measure pressure.
24.    Protons is Particles in a atom with a positive charge.
25.   Periods   is  Horizontal rows of elements.
26.   Products is  Substances that are made.
27.    Polyatomic Ion  is Positively or negatively charged, covalently bonded group.
28.   Reactants  is Substances that react.
29.    Substance is A type of matter with a fixed composition.
30.   Solution is Homogeneous mixture with particles so small that they cannot be seen with a microscope.
31.   Synthesis Reaction is 2 or more substances that combine to make another.
32.   Single Displacement Reaction is One element replaces another to make a product.
33.   Transitional Elements  is Between groups 1 and 2, and 13 and 18.
34.    Viscosity  is The resistance to flow by a fluid
35.    Quarks is Smaller particles in neutrons and protons.
36.  Valence electron is the outermost electrons in an atom
37.  System is everything you’re talking about at the moment
38.  Temperature is A measurement of the average kinetic energy of the particles in a system
39.  Circuit is the closed path in a circuit through which electrons flow
40.  Coagulation is when you destroy a colloid by letting the particles sette out
41.  Endothermic is when a process absorb energy (get cold)

18 komentar:

  1. What is the history of the order of elements in the periodic table?

    BalasHapus
    Balasan
    1. The history of the periodic table reflects over a century of growth in the understanding of chemical properties. The most important event in its history occurred in 1869, when the table was published by Dmitri Mendeleev,[2] who built upon earlier discoveries by scientists such as Antoine-Laurent de Lavoisier and John Newlands, but who is nevertheless generally given sole credit for its development.

      Hapus
  2. Please give me examples of endothermic reactions?

    BalasHapus
    Balasan
    1. Example of Endothermic Reactions:
      Ice becomes water
      Water becomes water vapor
      Dissolution of urea in water
      The formation of a cation of an atom in the gas phase
      Grilling ions
      Mixing water with ammonium nitrate
      Separate ion pairs
      Melt solid salt
      Carbon is heated with Water vapor
      Photosynthesis Reactions

      Hapus
  3. What happens if the object is overloaded protons?

    BalasHapus
    Balasan
    1. The object of excess psitif means that the object is very short of electron then he will pull the electron around him.

      Hapus
  4. what use liquid in reaction?

    BalasHapus
    Balasan
    1. Liquid is used to dissolve other substances that are generally solid-shaped without chemical changes

      Hapus
  5. Explain what is a metaloid and give an example?

    BalasHapus
    Balasan
    1. Metaloid (bahasa Yunani: metallon - logam, eidos - mirip) adalah kelompok unsur kimia yang memiliki sifat antara logam dan non-logam contoh Boron (B), Silicon (Si), Germanium (Ge), Arsen (Ar), Antimony (Sb ), Dan Tellurium (Te).

      Hapus
  6. Can you explain about malleable?

    BalasHapus
    Balasan
    1. The intention of forged is Can be hammered or its nature of the element is easily forged

      Hapus
  7. "Reaction Synthesis is 2 or more substances that combine to make another." How to synthesis reaction?

    BalasHapus
    Balasan
    1. In direct combination or synthesis reactions, two or more simple compounds combine to form new, more complex compounds. Two reactants or more that react produce one product is also one way to know if it's a synthesis reaction. An example of this reaction is that hydrogen gas combines with oxygen gas which results in water. [14]

      Another example is that nitrogen gas joined with hydrogen gas will form ammonia, with the equation of the reaction:

      N2 + 3 H2 → 2 NH3

      Hapus

  8. Explain what the transition element is and give an example !

    BalasHapus
    Balasan
    1. Transition element have two meanings:

      The definition of IUPAC [1] defines a transition metal as "an element that has a non-filled sub-sheet d or can form a cation with an unfilled subshell d"
      Most scientists define "transition metal" as all elements that are in the 'd' blocks on the periodic table (all of which are metals) that incorporate classes 3 through 12 on the periodic table. In fact, the sequence of lanthanide and actinide block is also often regarded as a transition metal and is called "transition metal in".
      Example : cromium (cr)

      Hapus
  9. Explain more details of the circuit?

    BalasHapus
  10. Coagulation is the nature of colloids, can you mention the application form of coagulation utilization?

    BalasHapus