The Charge of an electron.
what is -1?
The meaning of ionization energy
what is the energy required to remove an electron?
Is the following balanced
__1__H + ___1_O --> __1__HO
What is yes?
Is affected during a nuclear reaction
what is the nucleus
A half life is this
What is the time it takes for an element to decay
The proton number for Osmium.
what is 76?
The direction atomic radius increases.
What is to the left and down?
Balance the chemical equation
___C2 + ___S2 ---> ____CS
What is
1C2 + 1S2 ---> 2CS
Element that is shed during Alpha decay
What is helium?
If Cobalt- 60 has a half life of about 5 years, how many years would pass if cobalt- 60 decayed 4 times?
What is 20 years?
The particle effected for isotopes.
What is the neutrons?
Has a greater electronegativity between Aluminum and Arsenic.
what is Arsenic?
Balance the following equation
____C2H4 + ____O2 ---> ____CO2 + ____H2O
What is
1C2H4 + 3O2 ---> 2CO2 + 2H2O
The correct Alpha decay of iron-60
What is Chromium - 56?
When the decay of a substance will reach zero
What is never?
The name of this model of the atom.<img class="fr-fic fr-dib" 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
What is the rutherford model?
Between the elements (Mg, Cr, H) has the greatest electron Affinity.
What is Chromium (Cr)?
Is the following equation balanced?
1CH4 + 2O2 ---> 2CO2 + 2H2OWhat is no?
The difference between fusion and fission
what is fusion fuses 2 element into one large element while fission takes 1 large element and makes it 2 smaller ones?
Another use for half lives.
The number of neutrons for Magnesium- 25.
what is 13?
This element has the greatest atomic radius (according to the trend)
What is Francium?
Balance the following equation
___CO2 + ___ H2O ---> ___C2H5OH + ___ O2
What is
__2_CO2 + _3__ H2O ---> __1_C2H5OH + __3_ O2
What is the 5th beta decay of Arsenic- 75
What is Strontium - 75
If Barium- 137 has a half life of 3 min and you have a total of 36 grams. How much you be left after 12min?
What is 2.25 grams?