Graduate Trainee Verbal Reasoning Dangote Cements Job

The adverb "hardly" means 'almost not,' which fits the context of speaking softly and being difficult to hear. The sentence conveys that her voice was so low that hearing her was barely possible. The other options — "always," "never," and "often" — do not fit logically or grammatically in this context. Hence, the correct choice is "hardly."

The analogy compares an item designed to be worn on and to protect the hand with an item that performs the equivalent function for the foot. A glove is an outer garment worn on the hand to protect it, provide warmth, improve grip or serve a specialised purpose (for example, work or sport).

A shoe is an outer garment worn on the foot that similarly protects the foot, provides support and is designed for walking, running and other activities. Although a sock (option A) is also worn on the foot, it is typically an inner garment that provides comfort and absorbs moisture rather than being the primary protective outer covering. A sandal (option C) is a type of footwear but does not fully enclose or protect the foot in the same way a glove encloses a hand. Option D repeats “Glove,” which does not make sense when the analogy requires the equivalent item for the foot.

Because the relationship is between a hand and its outer protective/wearable covering, the foot’s equivalent is a shoe.

From the given statements, 'All managers are employees' means every manager is part of the employee group. Therefore, it logically follows that 'Some employees are managers' since managers are a subset of employees. There’s no direct relationship established between managers and trainers, so no other option is supported.

A logically inconsistent statement is one that contradicts known facts or conflicts with other statements. Here, statements B, C, and D are consistent with one another — penguins are birds (true), penguins cannot fly (true), and some birds are flightless (true). However, the statement 'All birds can fly' is inconsistent because it directly contradicts the fact that some birds, such as penguins, ostriches, and kiwis, cannot fly. Therefore, it is the only statement that fails to align logically with the rest.

Let the only daughter of John’s grandfather be person D. The phrase "the only daughter of my grandfather" identifies D as a daughter of John’s grandfather. Since John is the grandchild of that grandfather, one of that grandfather’s daughters must be John’s mother. Therefore D is John’s mother.

The sentence says "Her mother is D", meaning the woman’s mother is D. If the woman’s mother is the same person who is John’s mother, then John and the woman share the same mother. Two people who share the same mother are siblings. Hence the woman is John’s sister.

So the relation of the woman to John is: sister.

A river serves as a channel through which water flows, just as a road is a channel through which cars move. The relationship is one of 'path and what travels through it.'
Water flows in a river, and cars travel on a road. The analogy therefore maintains a direct relationship between the medium and what moves within it, making 'Cars' the correct completion of the analogy.

If all labels are incorrect, the contents of each box cannot match its label. The box labelled 'Empty' contains gold, which aligns with this rule. Since this box is found to contain gold, and its label must be false, it means the label 'Empty' is wrong, which confirms that it actually holds gold. The other two labels ('Gold' and 'Gold/Empty') must also be incorrect; thus, the one labelled 'Empty' is the box that contains the gold.

The statement says that all employees at Plant A wear helmet type X, but it does not say that only those employees wear that helmet. This means that wearing helmet type X is a necessary condition for working at Plant A, but not a sufficient one. Others outside Plant A could also wear the same helmet type.
Therefore, the fact that John wears helmet type X does not allow us to logically conclude that he works at Plant A. The information is insufficient for such deduction because the premise only establishes one-way implication (if works at Plant A → wears helmet X), not the reverse.

Examine the given sequence step by step.

Pattern observation:
• Term 1: black square
• Term 2: white circle — shape changes from square to circle and colour inverts (black → white).
• Term 3: black square — shape returns to square and colour inverts again (white → black).

From these three terms we can infer a repeating two-step operation: (1) change shape, (2) invert colour, then repeat. Applying that rule:
• From term 1 → term 2: shape changed (square → circle) and colour inverted (black → white).
• From term 2 → term 3: shape changed back (circle → square) and colour inverted back (white → black).

So the sequence alternates shape between square and circle while inverting colour each step. After the third term (black square), the next step should repeat the operation applied from term 1 → term 2: change shape (square → circle) and invert colour (black → white). That yields a white circle.

Therefore the correct continuation of the pattern is the white circle.

Translate the statements into set relationships:
• All machines are tools means the set of machines is entirely contained within the set of tools (Machines ⊂ Tools).
• Some tools are electronic means there is a non-empty intersection between Tools and Electronic (Tools ∩ Electronic ≠ ∅).

The conclusion Some machines are electronic asserts that Machines ∩ Electronic ≠ ∅. From the premises we know only that machines lie inside the tools set and that some tools (not specified which) are electronic. The overlapping region of tools and electronic may or may not include any machines; it depends on how the sets are arranged. Both configurations are logically consistent with the premises:
• It is possible that the electronic tools overlap with the subset that contains machines, in which case some machines would indeed be electronic (conclusion true).
• It is equally possible that the electronic tools are a different subset of tools with no machines in that overlap, in which case no machines are electronic (conclusion false).

Because the premises do not guarantee the overlap between Machines and Electronic, the conclusion cannot be deduced as necessarily true or necessarily false. The only correct evaluation is that the conclusion is possibly true — it may be true in some interpretations of the premises and false in others.