Chapter 2 & 3 Atoms, Ions, Moles Flashcards

1
Q

What are isotopes

A

Atoms of the same element with different numbers of neutrons and different masses

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2
Q

what is relative isotopic mass

A

the mass of an atom of an isotope compared to 1/12 of the mass of a 12C atom.

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3
Q

what is relative atomic mass

A

the weighted mean mass of 1 mole of an element compared to the mass of 1 mole of 12C

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4
Q

atomic number =

A

amount of protons

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5
Q

A represents the […] number

A

Mass

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6
Q

Z represents the […]

A

Proton number

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7
Q

How come isotopes still react in the same way

A

The number of neutrons has no effect on the reactions of an element

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8
Q

Cations are

A

Positive ions (atoms w fewer electrons than protons)

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9
Q

Anions are

A

Negative ions (atoms with more electrons than protons)

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10
Q

Ions and atoms of an element have the same number of […] but a different number of […]

A

Protons, electons

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11
Q

mass to charge ratio =

A

relative mass of ion / relative charge on ion

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12
Q

In a mass spectrometer, heavier ions move […] than lighter ones and are more difficult to […]

A

Slower, deflect

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13
Q

What happens after a sample is placed in the mass spectrometer

A

The sample is vaporised and then ionised to form postive ions
-> then the ions are accelerated and move

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14
Q

relative isotopic mass =

A

( the abundance x the mass number ) / 100

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15
Q

Relative molecular mass is used for

A

Simple molecules

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16
Q

For compounds with giant structures, we use

A

Relative formula mass

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17
Q

What is a binary compound

A

Compound that only contains 2 elements

18
Q

When constructing a balanced equation what do you do

A
  • first get the ions and charges right and come up with the formulae

e.g Aluminium oxide will be Al2O3 due to Al being 3+ and O being 2-

  • then get the atoms equal on boths sides so its

4Al (s) + 3O2 (g) -> 2Al2O3

19
Q

What is amount of substance

A

The number of particles in a substance, measured in moles (mol)

20
Q

What is the avogadro constant

A

6.02 x 10^23 mol^-1

-> the number of particles in each mole of carbon 12

21
Q

What is the molar mass

A

Mass per mole of a substance

22
Q

Amount of substance (n) =

A

Mass (m) / molar mass (M)

23
Q

what is the molar gas volume (the volume occupied by any 1 mole of any has at rt and rtp)

A

24 dm^3 mol^-1

24
Q

What is empirical formula

A

The simplest whole number ratio of atoms of each element present in a compound

25
What is molecular formula
The number and type of atoms of each element in a molecule
26
Empirical formula from mass worked example
1.203g of calcium combines with 2.13g of chlorine to form a compound n(Ca) = 1.203/40.1 = 0.03 mol n(Cl) = 2.13/35.5 = 0.06 mol n(Ca):n(Cl) = 0.03/0.03 : 0.06/0.03 = 1:2 therefore it’s CaCl2
27
Molecular formula worked example
Chemical analysis of a compound gave the percentage composition by mass C: 40.00%; H: 6.67%: O: 53.33% [Ar: C, 12.0; H, 1.0; 0, 16.0] The relative molecular mass of the compound is 180.0. Step 1: Convert % by mass into moles of atoms using n=m/M: C = 40.00/12 = 3.33 mol H = 6.67 / 1 = 6.67 mol O = 53.33 / 16 = 3.33 mol Step 2: Find smallest whole-number ratio and empirical formula. 3.33/3.33 = 1 and 6.67/3.33 = 2 Ratio of C:H:O= 1:2:1 = CH2O -> Write the relative mass of the empirical formula CH2O: 12.0 + 1.0 x 2 + 16.0 = 30.0 -> Find number of CH2O units in one molecule: 180 / 30= 6 ->Write the molecular formula: CH2O x 6 = C6H12O6
28
Atom economy =
Sum of desired products / sum of all products
29
Benefits of high atom economy
- more efficient - reduces waste - preserves raw materials
30
Percentage yield =
(Actual yield / theoretical yield) x 100
31
why is it hard to achieve theoretical yield
- reaction may not go to completion - side reactions may have taken place - purification of produce may result in some loss of it
32
What is the limiting reagent
The reactant that is used up first
33
2H2 (g) + O2 (g) -> 2H2O (l) Why is hydrogen the limiting reagent
2 mol of H are needed for every mol of O -> if an equal amount of both were used, the H would get all used up ans only half of the O
34
1cm ^3 = ? Ml
1 ml
35
1 dm ^ 3 = ? cm ^3 and ? ml
1000 for both
36
amount [n] (mol) =
concentration [c] (mol dm^-3) x volume [V] dm^3
37
Worked example converting between solution volumes and moles (mol from solution)
Calculate the amount of NaCI, in mol, in 30.0 cm^3 of a 2.00 mol dm-3 solution. n (NaCl) = c x V (cm^3) / 1000 = 2.00 x 30/1000 = 0.06 mol
38
Worked example converting between solution volumes and moles (solution volume from mol)
Calculate the volume of a 0.160 mol dm-3 solution that contains 3.25 x 10^-3 mol of NaCI. n = c x V(cm^3) / 1000 so V = 1000 x n / c = 1000 x 3.25 x 10^-3 / 0.16 = 20.3 cm^3
39
What’s a standard solution
A solution of known concentration
40
How are standard solutions prepared
By dissolving an exact mass of the solute in a solvent and then making the solution an exact volume
41
Worked Example: Calculate the mass of Na2CO3 required to prepare 100cm^3 of a 0.250 mol dm^3 standard solution
1. Work out the amout in moles required n (Na2CO3) = c x [V (in cm^3)/1000] = 0.250 x 100/1000 = 0.0250 mol 2. Work out the molar mass of Na2CO3 -> its 106 g 3. Work out the mass using n = m/M m = n x M = 0.0250 x 106 = 2.65g