Ready to conquer scholarship questions and answers while sharpening your edge? Our Scholarship Questions & Answers Quiz is your go-to scholarship test and scholarship quiz, designed to simulate real-world scholarship question paper scenarios and boost your confidence. Whether you're tackling tricky scholarship questions for class 8 or aiming for advanced practice, you'll learn proven strategies to navigate every topic, plus access free sample scholarship question papers that mirror real exam challenges. You might also benefit from our financial aid questions and answers and interview questions practice resources to round out your preparation. Join us now, challenge yourself, and see how many points you can rack up - let's make your scholarship dreams a reality!
What is a synonym of "Abundant"?
Insufficient
Plentiful
Scarce
Rare
The word "abundant" denotes something that exists in large quantities or is more than enough. "Plentiful" shares this meaning and is used interchangeably. The other options represent scarcity or insufficiency. For more details, see vocabulary.com.
What is 15% of 200?
20
30
35
25
To calculate 15% of a number, multiply the number by 0.15. Multiplying 200 by 0.15 gives 30. This is a basic percentage calculation. See MathIsFun - Percentages for more.
Which number does not belong in the series: 2, 4, 8, 16, 17?
2
16
17
4
The series represents powers of two: 2, 4, 8, 16 are 2¹, 2², 2³, 2? respectively; 17 is not a power of two. Identifying patterns in number sequences is a common logical reasoning task. For more information, see Wikipedia - Power of Two.
What is the tilt of the Earth's axis in degrees?
23.5°
25°
22.1°
24°
The Earth's axis is tilted at approximately 23.5 degrees relative to its orbital plane. This tilt causes the seasons. The value is well established in astronomy. Refer to Wikipedia - Axial Tilt for further details.
Choose the correct form: She ____ to school every day.
gone
go
going
goes
For third-person singular subjects like "She," the base verb takes an "-es" ending in the present simple tense, giving "goes." This is a basic English grammar rule. For more, see EF - Simple Present.
What is the capital city of France?
Berlin
Rome
Madrid
Paris
Paris is the capital and most populous city of France, known for its history, culture, and landmarks like the Eiffel Tower. Capitals are key general knowledge facts. Find more at Wikipedia - Paris.
Which punctuation mark is used at the end of a direct question?
Comma
Question mark
Semicolon
Period
A direct question is always followed by a question mark to indicate inquiry. This is a fundamental punctuation rule in English. Additional information can be found at Grammarly - Question Mark.
In computing, what does CPU stand for?
Computer Performance Unit
Computer Processing Utility
Central Performance Utility
Central Processing Unit
CPU stands for Central Processing Unit, which is the primary component of a computer that performs most of the processing. It executes instructions from programs. For more details, see Wikipedia - CPU.
What is the chemical symbol for water?
H2O
O2H
HO
WO
Water is composed of two hydrogen atoms and one oxygen atom, giving the chemical formula H2O. This notation is universally accepted in chemistry. For more, see Wikipedia - Water.
Solve for x: 2x + 5 = 15.
5
7.5
10
2.5
Subtracting 5 from both sides gives 2x = 10, then dividing by 2 yields x = 5. This is a straightforward linear equation solution. See Khan Academy - Linear Equations for more practice.
What is the antonym of "Eminent"?
Obscure
Notable
Prominent
Distinguished
"Eminent" means renowned or prominent, so its opposite is "obscure," meaning not well known. Antonyms test vocabulary breadth. More on this at Thesaurus.com - Eminent.
If the ratio of boys to girls is 3:2 in a class of 25, how many girls are there?
10
5
8
15
The total parts of the ratio 3:2 are 5. Each part equals 25 ÷ 5 = 5 students. Therefore, girls = 2 × 5 = 10. For ratio problems, see MathIsFun - Ratios.
Identify the error in the sentence: "Each of the students have completed their assignment."
Pronoun case
No error
Tense usage
Subject-verb agreement
The subject "Each" is singular, so the verb should be "has," not "have." This is a subject-verb agreement error. Other options do not address this mismatch. More grammar rules at EF - Subject-Verb Agreement.
What is the next number in the Fibonacci series: 1, 1, 2, 3, 5, 8, ...?
13
11
14
12
In the Fibonacci series, each number is the sum of the two preceding ones: 5 + 8 = 13. Therefore, the next term is 13. See Wikipedia - Fibonacci Number.
Which element has atomic number 6?
Nitrogen
Helium
Carbon
Oxygen
Carbon has the atomic number 6 on the periodic table. Memorizing key atomic numbers is useful for chemistry. For verification, see Wikipedia - Carbon.
What is the meaning of the idiom "cost an arm and a leg"?
Free
Very expensive
Average price
Very cheap
The idiom "cost an arm and a leg" means something is very expensive or costly. Idiomatic expressions often use exaggerated imagery. More examples are available at Oxford Learner's Dictionaries.
In Shakespeare's play, who said "To be, or not to be"?
Macbeth
Othello
King Lear
Hamlet
The soliloquy "To be, or not to be" is spoken by Prince Hamlet in William Shakespeare's tragedy "Hamlet." It explores themes of existence and mortality. Further analysis at SparkNotes.
Which gas is most abundant in the Earth's atmosphere?
Nitrogen
Oxygen
Carbon dioxide
Hydrogen
Nitrogen makes up about 78% of the Earth's atmosphere by volume, making it the most abundant gas. Oxygen is second at about 21%. For details, see Wikipedia - Earth's Atmosphere.
If log? x = 5, what is x?
25
32
64
10
The equation log? x = 5 means 2? = x, so x = 32. Logarithms and exponents are inverse operations. For more, see Khan Academy - Logarithms.
In geometry, what is the sum of the interior angles of a hexagon?
720°
900°
1080°
540°
The sum of interior angles of an n-sided polygon is (n - 2)×180°. For a hexagon (n=6), that is 4×180° = 720°. Refer to MathIsFun - Polygon Angles.
What literary device is used in "The wind whispered through the trees"?
Hyperbole
Alliteration
Personification
Simile
Personification attributes human actions to non-human things; here, the wind is described as "whispering." Similes compare with "like" or "as," which is not present. For more, see LiteraryDevices.net - Personification.
A cube has a volume of 64 cubic units. What is the length of its space diagonal?
4
16
4?3
4?2
If the volume is 64, the edge length is 4. The space diagonal of a cube is edge×?3, so 4?3. This uses the 3D Pythagorean theorem. More at MathIsFun - Cube.
Which scientist is known for developing the theory of relativity?
Niels Bohr
Galileo Galilei
Isaac Newton
Albert Einstein
Albert Einstein formulated both the special and general theories of relativity in the early 20th century. These theories revolutionized understanding of space, time, and gravity. For details, see Wikipedia - Theory of Relativity.
What is the primary function of ribosomes in a cell?
DNA storage
Protein synthesis
Waste removal
Energy production
Ribosomes are the molecular machines in cells that link amino acids to form proteins based on mRNA instructions. They are essential for protein synthesis. Details at Wikipedia - Ribosome.
Identify the logical fallacy: "If we don't ban cars, global warming will destroy the planet."
Slippery slope
Circular reasoning
Ad hominem
Straw man
A slippery slope fallacy assumes that one action will lead to a chain of events resulting in a significant (often negative) outcome without proof. Here, banning cars is linked directly to preventing planetary destruction. Learn more at YourLogicalFallacyIs.com.
Calculate the integral ? 2x dx.
2/x + C
x²/2 + C
2x² + C
x² + C
The integral of 2x with respect to x is x² + C, using the power rule ? x? dx = x??¹/(n+1). Here n=1, so ?2x dx = 2 * (x²/2) + C = x² + C. See Khan Academy - Integration.
A fair coin is tossed twice. What is the probability of getting two heads?
1/4
1/3
1/2
1/8
Each coin toss has a 1/2 chance of heads. For two independent tosses, multiply probabilities: 1/2 × 1/2 = 1/4. Probability basics are covered at MathIsFun - Probability.
In group theory, what term describes the smallest positive integer n such that g? = e for an element g?
Class
Identity
Index
Order
The order of an element g in a group is defined as the smallest positive integer n for which g? equals the identity element e. This is a fundamental concept in abstract algebra. See Wikipedia - Order (Group Theory).
Evaluate the limit: lim??0 (sin x)/x.
?
0
1
Undefined
The limit of (sin x)/x as x approaches 0 is 1, a foundational result in calculus. It can be shown using the squeeze theorem. More at Wikipedia - lim sin x/x.
What is the derivative of ln(x² + 1)?
2/(x²+1)
1/(x²+1)
2x/(x²+1)
x/(x²+1)
Using the chain rule: d/dx [ln(u)] = u'/u, here u = x²+1 and u' = 2x, so derivative = 2x/(x²+1). This is a standard differentiation result. See Khan Academy - Differentiation of ln.
Which philosopher wrote "Critique of Pure Reason"?
René Descartes
David Hume
Gottfried Wilhelm Leibniz
Immanuel Kant
Immanuel Kant published the "Critique of Pure Reason" in 1781, aiming to bridge rationalism and empiricism. It is a cornerstone of modern philosophy. Read more at Wikipedia - Critique of Pure Reason.
0
{"name":"What is a synonym of \"Abundant\"?", "url":"https://www.quiz-maker.com/QPREVIEW","txt":"What is a synonym of \"Abundant\"?, What is 15% of 200?, Which number does not belong in the series: 2, 4, 8, 16, 17?","img":"https://www.quiz-maker.com/3012/images/ogquiz.png"}
Score9/31
Easy3/9
Medium3/9
Hard3/9
Expert0/4
AI Study Notes
Email these to me
You can bookmark this page to review your notes in future, or fill out the email box below to email them to yourself.
Study Outcomes
Identify Key Question Formats -
Recognize common types in scholarship question papers and scholarship tests to improve your answering accuracy and speed.
Analyze Answering Techniques -
Evaluate best practices for tackling multiple-choice and written scholarship questions and answers effectively.
Apply Time-Management Skills -
Use the scholarship quiz format to hone pacing strategies and complete each section confidently under timed conditions.
Practice Class 8-Level Problems -
Engage with targeted scholarship questions for class 8 to build foundational knowledge and exam readiness.
Boost Confidence and Evaluate Progress -
Track your performance on sample scholarship tests to identify weak areas and approach real exams with self-assurance.
Cheat Sheet
Essential Arithmetic Formulas -
Revisit percentage, ratio, and proportion formulas, such as percent change = (new - original)/original × 100. Use the "butterfly" method for ratios to simplify complex problems quickly. These fundamentals appear frequently in scholarship questions and answers, especially at the class 8 level.
Algebraic Equation Techniques -
Master solving linear equations by consolidating like terms and using the balance method: e.g., for 3x + 5 = 20, subtract 5 then divide by 3 to get x = 5. Practice substitution and elimination for simultaneous equations found in many scholarship question papers. Remember PEMDAS (Parentheses, Exponents, Multiplication, Division, Addition, Subtraction) to avoid order-of-operations errors.
Geometry and Visualization -
Memorize key area and volume formulas, such as triangle area A = ½ b h and prism volume V = l w h. Sketch quick diagrams to visualize angles, parallel lines, and intersecting shapes - a tactic endorsed by leading universities for data interpretation. Visual reasoning boosts accuracy on challenging questions in the scholarship quiz.
Verbal Reasoning & Context Clues -
Enhance vocabulary by studying synonyms, antonyms, and Greek-Latin roots; the British Council recommends root analysis to decode unfamiliar words. Use context clues by reading surrounding sentences to infer word meanings in comprehension passages of scholarship tests. Regular practice with free scholarship test materials cements these skills.
Time Management & Exam Strategy -
Adopt the Pomodoro Technique - 25 minutes of focused work followed by a 5-minute break - to maintain peak concentration during a full-length scholarship quiz. Tackle easier questions first and flag tougher ones to revisit, reducing stress and preventing time traps. This approach is backed by American Psychological Association findings on optimal test performance.
