amount of substances Flashcards

(24 cards)

1
Q

State Avogadro’s constant.

A

1 mol = 6.02 × 10²³ particles

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2
Q

Rearrange the particles formula to make moles the subject

A

moles = particles ÷ 6.02 × 10²³

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3
Q

State the key formula linking moles, mass and Mr.

A

moles = mass (g) ÷ Mr

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4
Q

Rearrange the above formula to make mass the subject.

A

Mass = moles × Mr

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5
Q

Concentration and Volume (Solutions)

What are the units for concentration in solution chemistry?

A

mol dm⁻³

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6
Q

Write the formula to calculate moles when volume is given in cm³

A

moles = concentration × (volume (cm³) ÷ 1000)

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7
Q

Write the formula to calculate moles when volume is in dm³.

A

volume (mol dm ^-3) x concentration = moles

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8
Q

Write two rearranged versions of the moles-concentration-volume equation.

A

Concentration = moles ÷ volume
Volume = moles ÷ concentration

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9
Q

State the ideal gas equation.

A

pV = nRT

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10
Q

Identify the units for each variable in the ideal gas equation.

A

p = pressure (Pa), V = volume (m³), n = moles, R = 8.31 J K⁻¹ mol⁻¹, T = temperature (K)

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11
Q

State the conversions for the following:
(a) °C to K
(b) kPa to Pa
(c) cm³ to m³
(d) dm³ to m³

A

°C to K = +273
kPa to Pa = ×1000
cm³ to m³ = ×10⁻⁶
dm³ to m³ = ×10⁻³

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12
Q

How can the ideal gas equation be combined with another formula to find molar mass?

A

Combine with Mr = mass ÷ moles

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13
Q

Balancing Chemical Equations

State the two main rules for balancing chemical equations.

A

Must have equal atoms of each type on both sides.

Only change coefficients, not subscripts in formulas.

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14
Q

Ionic Equations

Describe the four steps to write an ionic equation.

A

Write the full balanced equation.

Split aqueous ionic compounds into ions.

Remove spectator ions (those appearing on both sides).

Ensure overall charge is balanced.

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15
Q

. Calculating Masses from Equations

Outline the four steps for calculating masses from equations.

A

Write balanced chemical equation.

Calculate moles of known substance.

Use mole ratio to find moles of desired substance.

Use moles × Mr = mass.

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16
Q

Define the term “empirical formula”

A

empirical Formula is the Simplest whole number ratio of atoms in a compound.

17
Q

Define the term “molecular formula”.

A

Molecular Formula is Actual number of atoms in a molecule.

18
Q

Define percentage yield and state its formula.

A

PercentageYield =
(ActualYield ÷ TheoreticalYield) × 100

19
Q

Explain three reasons why actual yield may be less than theoretical yield.

A

actual yield is always less than theoretical yield due to: Incomplete reaction
Side reactions
Product lost during purification

20
Q

Define atom economy

A

atom economy
measures how many atoms from reactants are used in the desired product.

21
Q

give the atom economy formula

A

AtomEconomy =
(Mr of desired product ÷ Total Mr of all reactants) × 100

22
Q

Give two economic and two environmental/ethical reasons for using reactions with high atom economy.

A

Economic Benefits:
Efficient use of expensive raw materials and
Less waste disposal cost

Environmental & Ethical Benefits:
Fewer harmful by-products and
More sustainable and greener

23
Q

What is the formula used to calculate the number of moles from concentration and volume? When volume is given as cm³

A

Number of moles = (Concentration (mol dm⁻³) × Volume (cm³) )/ 1000

24
Q

How do you rearrange the formula for moles to calculate the volume in cm³?

A

Volume (cm³) = (Number of moles × 1000) / Concentration (mol dm⁻³)