QCM : Basic Concepts of Chemistry — 48 questions

Questions et réponses du QCM

1. What does chemistry primarily study?

The preparation, properties, structure, and reactions of material substances
The formation and interpretation of geological landscapes
The classification and motion of celestial bodies
The behavior and development of living organisms

The preparation, properties, structure, and reactions of material substances

Explication

Chemistry is the branch of science concerned with the preparation, properties, structure, and reactions of material substances.

2. When did modern chemistry take shape in Europe?

During the eighteenth century
During the fifteenth century
During the twentieth century
During the thirteenth century

During the eighteenth century

Explication

Modern chemistry took shape in eighteenth-century Europe after earlier alchemical traditions had been introduced by the Arabs. Alchemy and iatrochemistry were more prominent during 1300–1600 CE.

3. What was chemistry commonly called in ancient India?

Jyotisha, Vedanga, Ganita, or Siddhanta
Ayurveda, Yoga, Nyaya, or Mimamsa
Rasayan Shastra, Rastantra, Ras Kriya, or Rasvidya
Shilpa Shastra, Vastu, Natya, or Kavya

Rasayan Shastra, Rastantra, Ras Kriya, or Rasvidya

Explication

Ancient Indian chemistry was known by names such as Rasayan Shastra, Rastantra, Ras Kriya, and Rasvidya, and covered areas including metallurgy, medicine, cosmetics, glass, and dyes.

4. How did Harappan metalworkers increase the hardness of copper?

By mixing it with lead and sulphur
By coating it with gold and silver
By heating it with glass and faience
By adding tin and arsenic

By adding tin and arsenic

Explication

Harappans increased copper hardness by using tin and arsenic. Their technological achievements also included baked and glazed pottery, faience, and forged metal objects.

5. What did Acharya Kanda propose about the structure of substances?

They are made from energy waves without particles
They consist of continuously divisible particles called atoms
They are formed exclusively from visible metal grains
They consist of indivisible particles called Paramãnu

They consist of indivisible particles called Paramãnu

Explication

Acharya Kanda proposed that substances consist of eternal, indestructible, spherical, indivisible particles called Paramãnu, which could combine into pairs or triplets through unseen forces.

6. Which statement correctly defines matter?

Anything that produces heat and light
Anything that can be detected by the human senses
Anything that has mass and occupies space
Anything that can undergo a chemical reaction

Anything that has mass and occupies space

Explication

Matter is defined as anything that has mass and occupies space. The other properties may apply to some matter but do not define it.

7. Which example best illustrates chemistry’s contribution to healthcare?

Mapping the movement of planets through space
Classifying rocks according to their geological age
Developing drugs such as cisplatin and taxol for cancer therapy
Measuring atmospheric pressure during storms

Developing drugs such as cisplatin and taxol for cancer therapy

Explication

Chemistry contributes to healthcare by developing drugs, including cisplatin and taxol for cancer therapy. AZT is another chemical drug used to help AIDS patients.

8. Why have safer alternatives to chlorofluorocarbons been synthesised?

Because chlorofluorocarbons contribute to stratospheric ozone depletion
Because chlorofluorocarbons prevent the formation of all atmospheric oxygen
Because chlorofluorocarbons make metals lose their electrical conductivity
Because chlorofluorocarbons are used to produce greenhouse gases directly

Because chlorofluorocarbons contribute to stratospheric ozone depletion

Explication

Safer alternatives have been developed because chlorofluorocarbons contribute to depletion of stratospheric ozone. Methane and carbon dioxide remain separate greenhouse-gas concerns.

9. How are pure substances classified at the macroscopic level?

As solids and liquids
As solutions and suspensions
As homogeneous and heterogeneous mixtures
As elements and compounds

As elements and compounds

Explication

Pure substances are classified further into elements and compounds. Mixtures, in contrast, contain two or more pure substances in variable proportions.

10. Which description best identifies a homogeneous mixture?

Its atoms are chemically combined in a fixed ratio
Its components are uniformly distributed throughout
Its composition changes from one part to another
Its components form visible separate layers

Its components are uniformly distributed throughout

Explication

A homogeneous mixture has a uniform composition because its components are distributed evenly throughout. A non-uniform composition characterizes a heterogeneous mixture.

11. Which method is appropriate for separating the components of a mixture based on differences in boiling points?

Hand-picking
Filtration
Crystallisation
Distillation

Distillation

Explication

Distillation separates mixture components by using differences in boiling points. Filtration, for example, separates suitable solids from fluids based on particle size or insolubility.

12. Why is a compound different from a mixture?

Its components retain their properties and can be separated by filtration
Its particles contain only one type of atom and have uniform physical size
Its elements are combined in a definite ratio and require chemical methods for separation
Its components are present in variable proportions and can be hand-picked

Its elements are combined in a definite ratio and require chemical methods for separation

Explication

A compound contains different elements in a definite ratio and can be separated into simpler substances only by chemical methods. Mixture components remain physically combined and may be separated by physical methods.

13. Which observation is a physical property because it can be measured without changing the substance’s identity?

Ability to rust
Reactivity with acid
Boiling point
Flammability

Boiling point

Explication

Boiling point is a physical property that can be measured without producing a new substance. Flammability, rusting, and reaction with acid involve chemical change.

14. Which record is a quantitative observation?

A liquid has a volume of 250 millilitres
A gas has a sharp odour
A sample appears blue
A powder looks fine-grained

A liquid has a volume of 250 millilitres

Explication

A quantitative observation includes a numerical value and its unit, such as 250 millilitres. The other observations describe qualities without necessarily giving numerical measurements.

15. Which SI base unit is used to measure thermodynamic temperature?

Mole
Joule
Kelvin
Degree Celsius

Kelvin

Explication

The kelvin is the SI base unit for thermodynamic temperature. The mole measures amount of substance, while the joule is not an SI base unit.

16. A sample has a mass of 2.0 kg and a volume of 0.5 m³. What is its density?

1.0 kg m⁻³
4.0 kg m⁻³
0.25 kg m⁻³
2.5 kg m⁻³

4.0 kg m⁻³

Explication

Density is mass divided by volume: ρ = 2.0 kg ÷ 0.5 m³ = 4.0 kg m⁻³. Mass is the numerator in this relationship, not the density itself.

17. What is the Fahrenheit temperature corresponding to 20°C?

52°F
293.15°F
36°F
68°F

68°F

Explication

Using F = (9/5)C + 32 gives F = (9/5)(20) + 32 = 68°F. The Celsius-to-Kelvin relationship is a different conversion.

18. Which statement correctly distinguishes mass from weight?

Mass and weight are identical quantities expressed in different units
Both mass and weight measure the amount of matter and remain constant everywhere
Mass is gravitational force and varies with location, whereas weight is the amount of matter and remains constant
Mass is the amount of matter and remains constant, whereas weight is gravitational force and can vary with location

Mass is the amount of matter and remains constant, whereas weight is gravitational force and can vary with location

Explication

Mass describes the amount of matter and remains constant, while weight is the gravitational force acting on an object and can change with location. Therefore, they are distinct physical quantities.

19. Which expression correctly represents scientific notation for a number?

N × 10ⁿ, where N must be an integer
N × 10ⁿ, where n must be a positive integer
N × 10ⁿ, where N ranges from 0.000… to 0.999…
N × 10ⁿ, where N ranges from 1.000… to 9.999…

N × 10ⁿ, where N ranges from 1.000… to 9.999…

Explication

Scientific notation expresses a number as N × 10ⁿ, with N ranging from 1.000… to 9.999… and n an integer.

20. Which statement correctly identifies significant zeros in the number 0.0040500?

All zeros in the number are significant
Only the first non-zero digit is significant
The leading zeros are significant, but the captive zero is not
The leading zeros are not significant, but the captive and terminal zeros are significant

The leading zeros are not significant, but the captive and terminal zeros are significant

Explication

Zeros before the first non-zero digit are not significant, while the zero between non-zero digits and terminal zeros to the right of the decimal point are significant.

21. A student obtains measurements of 12.1 g, 12.1 g, and 12.2 g, while the accepted value is 15.0 g. How should these measurements be described?

Accurate but not precise
Neither precise nor accurate
Both precise and accurate
Precise but not accurate

Precise but not accurate

Explication

The measurements are close to one another, so they are precise, but they disagree substantially with the accepted value, so they are not accurate.

22. How should the result of 12.11 + 3.2 be reported using the rules for significant figures?

15.31
15
15.310
15.3

15.3

Explication

For addition, the result cannot have more digits to the right of the decimal point than the least precise measurement. Since 3.2 has one decimal place, the result is 15.3.

23. Which procedure correctly describes dimensional analysis?

Add units together until the desired unit appears
Multiply the numerical value by the conversion factor without changing the units
Replace every unit with a numerical value of one
Multiply by conversion factors equal to one and cancel units algebraically

Multiply by conversion factors equal to one and cancel units algebraically

Explication

Dimensional analysis uses unit factors equal to one, chosen so unwanted units cancel and the desired units remain.

24. Using 1 day = 24 hours, 1 hour = 60 minutes, and 1 minute = 60 seconds, how many seconds are in 2 days?

2,880 seconds
1,728,000 seconds
172,800 seconds
28,800 seconds

172,800 seconds

Explication

Multiplying 2 × 24 × 60 × 60 gives 172,800 seconds.

25. What does the law of conservation of mass imply during a chemical reaction?

Both the total mass and the substances remain unchanged
The total mass remains unchanged, although the substances may change
Matter is converted into mass only during physical changes
The products must have greater mass than the reactants

The total mass remains unchanged, although the substances may change

Explication

The law states that matter cannot be created or destroyed, so total mass remains constant even though chemical reactions can produce different substances.

26. Which observation best illustrates the law of definite proportions?

Two compounds made from carbon and oxygen contain the same mass ratio of the elements
A mixture of sand and salt has different compositions in different samples
A gas occupies different volumes at different temperatures
Natural and synthetic cupric carbonate contain the same elements in identical mass percentages

Natural and synthetic cupric carbonate contain the same elements in identical mass percentages

Explication

A compound follows definite proportions when it contains the same elements in the same mass proportions regardless of its source. Both natural and synthetic cupric carbonate contain 51.35% copper, 9.74% carbon, and 38.91% oxygen by mass.

27. Two elements form two different compounds. In the first compound, a fixed mass of element X combines with 2 g of element Y; in the second, it combines with 6 g of element Y. Which law is demonstrated?

The law of definite proportions
Avogadro’s law
The law of multiple proportions
The law of conservation of mass

The law of multiple proportions

Explication

The masses of Y that combine with a fixed mass of X are in the small whole-number ratio 2:6, or 1:3, demonstrating the law of multiple proportions.

28. What does Avogadro’s law state about equal volumes of gases under the same conditions?

They contain molecules with equal masses
They contain equal masses of gas
They contain equal numbers of molecules
They exert equal pressure regardless of temperature

They contain equal numbers of molecules

Explication

Avogadro’s law states that equal volumes of gases at the same temperature and pressure contain equal numbers of molecules.

29. Which statement best summarizes Dalton’s atomic theory?

Chemical reactions transform atoms of one element into atoms of another without rearranging them
Matter consists of continuously divisible particles whose proportions vary in every compound
Atoms of the same element differ substantially in mass and form compounds in changing ratios
Matter consists of atoms that combine in fixed ratios, and chemical reactions rearrange rather than create or destroy atoms

Matter consists of atoms that combine in fixed ratios, and chemical reactions rearrange rather than create or destroy atoms

Explication

Dalton proposed that matter is composed of atoms, compounds contain atoms in fixed ratios, and reactions rearrange conserved atoms. Later discoveries showed that atoms are divisible, but this was not part of Dalton’s original theory.

30. Which limitation of Dalton’s atomic theory was identified in relation to other chemical laws?

It could not explain that different elements have different masses
It could not explain that chemical reactions rearrange atoms
It could not explain the laws of gaseous volumes or why atoms combine
It could not explain that compounds contain elements in fixed ratios

It could not explain the laws of gaseous volumes or why atoms combine

Explication

Dalton’s theory accounted for the laws of chemical combination but did not explain the laws of gaseous volumes or the reasons atoms combine.

31. What is the atomic mass unit defined as?

One-twelfth of the mass of one carbon-12 atom
The average mass of all naturally occurring carbon atoms
The mass of one hydrogen atom exactly divided by twelve
The mass of one carbon-12 atom expressed in grams

One-twelfth of the mass of one carbon-12 atom

Explication

One atomic mass unit, or u, is exactly one-twelfth of the mass of a carbon-12 atom. Hydrogen was an earlier arbitrary reference, not the modern definition.

32. Why is the average atomic mass of an element generally not equal to the mass of one of its individual isotopes?

It is calculated by dividing the atomic mass of carbon-12 by the isotope count
It is a weighted mean based on the relative abundances of the element’s naturally occurring isotopes
It is defined as the mass of the most abundant isotope only
It is obtained by adding the masses of all atoms in a standard mole

It is a weighted mean based on the relative abundances of the element’s naturally occurring isotopes

Explication

Average atomic mass accounts for both isotope masses and their natural relative abundances, so it is a weighted mean rather than simply one isotope’s mass.

33. Using atomic masses Aᵢ and atom counts nᵢ, which expression gives the molecular mass of a molecule?

M = Σᵢ Aᵢ/nᵢ
M = Σᵢ nᵢAᵢ
M = Πᵢ nᵢ/Aᵢ
M = Σᵢ nᵢ − Aᵢ

M = Σᵢ nᵢAᵢ

Explication

The molecular mass is found by multiplying each element’s atomic mass by the number of its atoms in the molecule and summing the results: M = Σᵢ nᵢAᵢ.

34. What is the appropriate way to determine the mass of sodium chloride, which does not consist of discrete molecules?

Use the molecular mass formula only for substances with covalent bonds
Multiply the mass of one chlorine atom by the number of molecules present
Sum the atomic masses represented by its formula unit to obtain its formula mass
Average the masses of only the sodium atoms in the sample

Sum the atomic masses represented by its formula unit to obtain its formula mass

Explication

Ionic substances such as sodium chloride are described by formula units rather than discrete molecules. Their formula mass is the sum of the atomic masses represented in the formula unit.

35. What does one mole of a specified substance represent?

A mass of 6.02214076 × 10²³ grams of any substance
A concentration of 6.02214076 × 10²³ entities per litre
Exactly one atom or molecule of the specified substance
Exactly 6.02214076 × 10²³ specified elementary entities

Exactly 6.02214076 × 10²³ specified elementary entities

Explication

The mole is the SI unit of amount of substance and contains exactly 6.02214076 × 10²³ specified entities. Molarity, in contrast, describes concentration.

36. Which statement correctly describes the Avogadro constant?

N_A equals the molarity of a solution containing one mole
N_A equals 6.02214076 × 10²³ g mol⁻¹
N_A equals the dimensionless number of entities in any sample
N_A equals 6.02214076 × 10²³ mol⁻¹

N_A equals 6.02214076 × 10²³ mol⁻¹

Explication

The Avogadro constant is N_A = 6.02214076 × 10²³ mol⁻¹. The unit mol⁻¹ distinguishes it from the dimensionless number of entities in one mole.

37. How is the molar mass of a substance related to its corresponding atomic, molecular, or formula mass?

It is always equal to 1 g mol⁻¹ regardless of the substance
Its numerical value is the same, but it is expressed in grams per mole instead of u
Its numerical value is one-twelfth as large and is expressed in grams
Its numerical value is the same, but it is expressed as a dimensionless count

Its numerical value is the same, but it is expressed in grams per mole instead of u

Explication

Molar mass is the mass of one mole and is expressed in g mol⁻¹. Its numerical value matches the corresponding mass expressed in atomic mass units.

38. Which expression correctly calculates the mass percentage of an element in a compound?

The moles of the element divided by the total moles in the compound, multiplied by 100
The molar mass of the compound divided by the element’s mass, multiplied by 100
The mass of the element divided by the total mass of the solution, multiplied by 100
The mass of the element divided by the molar mass of the compound, multiplied by 100

The mass of the element divided by the molar mass of the compound, multiplied by 100

Explication

Mass percentage compares an element’s mass contribution with the compound’s molar mass and multiplies by 100. A mole fraction instead compares numbers of moles.

39. What is the key difference between an empirical formula and a molecular formula?

An empirical formula gives mass percentages, while a molecular formula gives mole percentages
An empirical formula applies to ionic compounds, while a molecular formula applies to elements
An empirical formula gives the simplest atom ratio, while a molecular formula gives the actual atoms in one molecule
An empirical formula gives the actual atom count, while a molecular formula gives the simplest atom ratio

An empirical formula gives the simplest atom ratio, while a molecular formula gives the actual atoms in one molecule

Explication

The empirical formula represents the simplest whole-number ratio of atoms. The molecular formula represents the actual number of each atom in one molecule.

40. What is the correct first step when determining an empirical formula from mass percentages?

Convert the percentages directly into subscripts
Assume a 100 g sample of the compound
Multiply each percentage by the compound’s molar mass
Divide every percentage by the largest percentage

Assume a 100 g sample of the compound

Explication

Assuming a 100 g sample makes each percentage numerically equal to the corresponding mass in grams. These masses are then converted to moles and simplified into a whole-number ratio.

41. What does stoichiometry determine in a chemical reaction?

The quantitative amounts of reactants and products involved
The names of all substances present in the reaction
The physical states of substances at every temperature
The electron arrangements of the reacting elements

The quantitative amounts of reactants and products involved

Explication

Stoichiometry calculates quantitative relationships, such as the masses or volumes of reactants and products. Balancing an equation establishes ratios but does not itself calculate these amounts.

42. When balancing a chemical equation, which change is permitted?

Changing subscripts while keeping coefficients unchanged
Removing atoms that appear on both sides
Changing coefficients while keeping subscripts unchanged
Changing the chemical formulas of the products

Changing coefficients while keeping subscripts unchanged

Explication

Coefficients may be adjusted to obtain equal numbers of each type of atom on both sides. Subscripts must remain unchanged because changing them changes the substances involved.

43. Which equation correctly represents the balanced combustion of methane?

CH₄(g) + 2O₂(g) → 2CO₂(g) + H₂O(g)
CH₄(g) + 2O₂(g) → CO₂(g) + 2H₂O(g)
2CH₄(g) + O₂(g) → 2CO₂(g) + 2H₂O(g)
CH₄(g) + O₂(g) → CO₂(g) + H₂O(g)

CH₄(g) + 2O₂(g) → CO₂(g) + 2H₂O(g)

Explication

The balanced equation is CH₄ + 2O₂ → CO₂ + 2H₂O. It has one carbon, four hydrogen, and four oxygen atoms on each side.

44. What happens when the limiting reagent is completely consumed?

The reaction cannot continue because that reactant is exhausted
The amount of product increases without requiring more reactants
The excess reactant becomes the limiting reagent immediately
The reaction continues by creating more of that reactant

The reaction cannot continue because that reactant is exhausted

Explication

The limiting reagent is consumed first and therefore determines the maximum amount of product. Once it is exhausted, further reaction cannot occur.

45. How is the mole fraction of a component in a solution calculated?

Moles of the component divided by total moles of all components
Mass of the component divided by total solution mass
Moles of the component divided by litres of solution
Moles of solute divided by kilograms of solvent

Moles of the component divided by total moles of all components

Explication

Mole fraction uses the component’s moles divided by the total moles of every component in the solution. Moles per litre is molarity, not mole fraction.

46. A solution is prepared by dissolving 0.50 mol of solute to make 2.0 L of solution. What is its molarity?

0.25 M
0.50 M
4.0 M
1.0 M

0.25 M

Explication

Molarity equals moles of solute divided by litres of solution: 0.50 mol ÷ 2.0 L = 0.25 M.

47. Which equation should be used to calculate the concentration after diluting a solution?

M₁V₁ = M₂V₂
M₁ + V₁ = M₂ + V₂
M₁V₂ = M₂V₁
M₁ ÷ V₁ = M₂ ÷ V₂

M₁V₁ = M₂V₂

Explication

For dilution, the amount of solute remains constant, giving the relationship M₁V₁ = M₂V₂. The initial and final concentration-volume products are equal.

48. What does the molality of a solution measure?

Moles of solute per kilogram of solvent
Moles of solute per litre of solution
Moles of all components per litre of solution
Grams of solute per kilogram of solution

Moles of solute per kilogram of solvent

Explication

Molality is defined as the number of moles of solute present in one kilogram of solvent. It differs from molarity, which uses the volume of the entire solution.

Révisez avec les flashcards

Mémorisez les réponses avec 81 flashcards sur Basic Concepts of Chemistry.

What does chemistry study in material substances?

Preparation, properties, structure, and reactions.

During which years did chemistry develop mainly as Alchemy and Iatrochemistry?

1300–1600 CE.

When did modern chemistry take shape in Europe?

In the eighteenth century.

Voir les flashcards →

Approfondir avec la fiche

Consultez la fiche de révision complète sur Basic Concepts of Chemistry.

Voir la fiche →

Cours similaires

Crée tes propres QCM

Importe ton cours et l'IA génère des QCM avec corrections en 30 secondes.

Générateur de QCM