Daily Practice
Select Class β Subject β Directly open the test
Class 6
Class 7
Class 8
Class 9
Class 10
Class 11
Class 12
Class 6 β Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Convert 3/5 into an equivalent fraction with denominator 20.π Ch. 7 β Fractionsπ KV Academy Original
Q2. A recipe uses 3/4 cup of flour. If only half the recipe is made, how much flour is needed?π Ch. 4 β Data Handling and Presentationπ KV Academy Original
Q3. A ribbon 7 1/2 m long is cut into pieces of 3/4 m each. How many complete pieces can be cut?π Ch. 6 β Perimeter and Areaπ KV Academy Original
Q4. A rectangular garden is 18 m long and 11 m wide. Find its perimeter.π Ch. 2 β Lines and Anglesπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Arrange 2/3, 3/5 and 5/8 in ascending order.π Ch. 7 β Fractionsπ KV Academy Original
Q6. A tank is 3/5 full. After 18 L is added it becomes 4/5 full. Find the tank capacity.π Ch. 4 β Data Handling and Presentationπ KV Academy Original
Q7. A rectangle has area 96 cmΒ² and length 12 cm. Find its breadth.π Ch. 6 β Perimeter and Areaπ KV Academy Original
Q8. A square has perimeter 44 cm. Find its area.π Ch. 2 β Lines and Anglesπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. A class has 24 students, of whom 5/8 submitted an assignment. How many did not submit it?π Ch. 4 β Data Handling and Presentationπ KV Academy Original
Q10. A path of uniform width runs around a rectangular field. Explain how the total area can be found by subtracting the inner rectangle from the outer rectangle.π Ch. 6 β Perimeter and Areaπ KV Academy Original
TOTAL = 10 MARKS
Class 6 β Science
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Name one material that is attracted by a magnet.π Ch. 6 β Materials Around Usπ KV Academy Original
Q2. Why is a measuring scale kept along the length of an object?π Ch. 4 β Exploring Magnetsπ KV Academy Original
Q3. A student walks 120 m in 2 minutes. Find the distance covered in 1 minute.π Ch. 5 β Measurement of Length and Motionπ KV Academy Original
Q4. Give one reason why materials are classified into different groups.π Ch. 2 β Diversity in the Living Worldπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Classify iron, wood and water as magnetic/non-magnetic materials.π Ch. 6 β Materials Around Usπ KV Academy Original
Q6. A runner covers 300 m in 60 s. Find the average speed.π Ch. 4 β Exploring Magnetsπ KV Academy Original
Q7. Why does a metal spoon feel colder than a wooden spoon in the same room?π Ch. 5 β Measurement of Length and Motionπ KV Academy Original
Q8. Explain one safe method for measuring the volume of an irregular solid.π Ch. 2 β Diversity in the Living Worldπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. How can magnetic poles be identified experimentally?π Ch. 4 β Exploring Magnetsπ KV Academy Original
Q10. A student records 10 m, 20 m and 30 m at equal time intervals. What does this suggest about the motion?π Ch. 5 β Measurement of Length and Motionπ KV Academy Original
TOTAL = 10 MARKS
Class 7 β Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Write the place value of 7 in 57,42,316.π Ch. 3 β A Peek Beyond The Pointπ KV Academy Original
Q2. Simplify: 18 β 3 Γ 4.π Ch. 2 β Arithmetic Expressionsπ KV Academy Original
Q3. Write 0.000045 in scientific notation.π Ch. 1 β Large Numbers Around Usπ KV Academy Original
Q4. If a number is multiplied by 100 and then divided by 10, by what factor has it changed?π Ch. 3 β A Peek Beyond The Pointπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Evaluate 48 Γ· [6 + 2].π Ch. 2 β Arithmetic Expressionsπ KV Academy Original
Q6. A shop records 2,45,600 units in one year. Write the number in words using the Indian system.π Ch. 1 β Large Numbers Around Usπ KV Academy Original
Q7. Find the value of 3Β² + 2Β³ β 5.π Ch. 3 β A Peek Beyond The Pointπ KV Academy Original
Q8. A number is increased by 20% and then decreased by 20%. Is the final number equal to the original? Explain.π Ch. 2 β Arithmetic Expressionsπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Create an arithmetic expression using 7, 4 and 2 that gives 15 using basic operations.π Ch. 2 β Arithmetic Expressionsπ KV Academy Original
Q10. A population doubles every 10 years. Describe the pattern using powers of 2 for three successive periods.π Ch. 1 β Large Numbers Around Usπ KV Academy Original
TOTAL = 10 MARKS
Class 7 β Science
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Name one non-metal that is a good conductor of electricity.π Ch. 4 β The World of Metals and Non-metalsπ KV Academy Original
Q2. What colour does blue litmus turn in an acidic solution?π Ch. 2 β Exploring Substances: Acidic, Basic, and Neutralπ KV Academy Original
Q3. Why are copper and aluminium commonly used for electrical connections?π Ch. 4 β The World of Metals and Non-metalsπ KV Academy Original
Q4. A substance turns red litmus blue. What does this indicate, and name one suitable household example.π Ch. 2 β Exploring Substances: Acidic, Basic, and Neutralπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Name one metal that can be beaten into sheets and explain the property.π Ch. 4 β The World of Metals and Non-metalsπ KV Academy Original
Q6. Why should acids not be tasted to identify them?π Ch. 2 β Exploring Substances: Acidic, Basic, and Neutralπ KV Academy Original
Q7. A solution has pH 3. Is it acidic or basic? Explain.π Ch. 4 β The World of Metals and Non-metalsπ KV Academy Original
Q8. Compare the reaction of an acid with a metal and with a carbonate using one observation.π Ch. 2 β Exploring Substances: Acidic, Basic, and Neutralπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Why are most non-metals poor conductors of electricity?π Ch. 2 β Exploring Substances: Acidic, Basic, and Neutralπ KV Academy Original
Q10. A farmer finds soil too acidic. Suggest a suitable type of material to reduce its acidity and explain.π Ch. 2 β Exploring Substances: Acidic, Basic, and Neutralπ KV Academy Original
TOTAL = 10 MARKS
Class 8 β Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Expand: 3(x + 4).π Ch. 6 β We Distribute, Yet Things Multiplyπ KV Academy Original
Q2. How many sides does a quadrilateral have?π Ch. 4 β Quadrilateralsπ KV Academy Original
Q3. Write 2^5 as a product of equal factors.π Ch. 2 β Power Playπ KV Academy Original
Q4. Find the remainder when 347 is divided by 10.π Ch. 5 β Number Playπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Expand: 5(2aβ3).π Ch. 6 β We Distribute, Yet Things Multiplyπ KV Academy Original
Q6. Simplify: 2Β³Γ2β΄ using laws of exponents.π Ch. 4 β Quadrilateralsπ KV Academy Original
Q7. A quadrilateral has angles 80Β°, 95Β°, 105Β° and xΒ°. Find x.π Ch. 2 β Power Playπ KV Academy Original
Q8. Express 0.00072 using a power of 10.π Ch. 5 β Number Playπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Find the value of 15Β²β14Β² using an algebraic identity.π Ch. 4 β Quadrilateralsπ KV Academy Original
Q10. Explain with an example why multiplication distributes over addition.π Ch. 2 β Power Playπ KV Academy Original
TOTAL = 10 MARKS
Class 8 β Science
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Name the smallest unit of an element that retains its chemical identity.π Ch. 8 β Nature of Matter: Elements, Compounds, and Mixturesπ KV Academy Original
Q2. Which state of matter has particles with the greatest freedom of movement?π Ch. 7 β Particulate Nature of Matterπ KV Academy Original
Q3. Why does a sharp knife exert greater pressure than a blunt knife for the same force?π Ch. 6 β Pressure, Winds, Storms, and Cyclonesπ KV Academy Original
Q4. Differentiate between an element and a compound using one example of each.π Ch. 8 β Nature of Matter: Elements, Compounds, and Mixturesπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Give one example each of a pure substance and a mixture.π Ch. 7 β Particulate Nature of Matterπ KV Academy Original
Q6. Why can gases be compressed more easily than solids?π Ch. 6 β Pressure, Winds, Storms, and Cyclonesπ KV Academy Original
Q7. Explain why wind moves from a region of high pressure towards a region of low pressure.π Ch. 8 β Nature of Matter: Elements, Compounds, and Mixturesπ KV Academy Original
Q8. How can a mixture of sand and water be separated?π Ch. 7 β Particulate Nature of Matterπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Differentiate between an element, compound and mixture using one key property each.π Ch. 7 β Particulate Nature of Matterπ KV Academy Original
Q10. A cyclone warning is issued for a coastal area. State two safety measures and explain why they help.π Ch. 6 β Pressure, Winds, Storms, and Cyclonesπ KV Academy Original
TOTAL = 10 MARKS
Class 9 β Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Is β49 rational or irrational?π Ch. 3 β The World of Numbersπ KV Academy Original
Q2. Find the zero of p(x)=5xβ20.π Ch. 2 β Introduction to Linear Polynomialsπ KV Academy Original
Q3. In which quadrant does the point (β3,β5) lie?π Ch. 1 β Orienting Yourself: The Use of Coordinatesπ KV Academy Original
Q4. Represent the point (4,β2) on the Cartesian plane and state its quadrant.π Ch. 3 β The World of Numbersπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Write 0.375 as a rational number in lowest form.π Ch. 2 β Introduction to Linear Polynomialsπ KV Academy Original
Q6. Find the value of p(β2) for p(x)=3x+7.π Ch. 1 β Orienting Yourself: The Use of Coordinatesπ KV Academy Original
Q7. Find the coordinates of the reflection of (β4,2) in the x-axis.π Ch. 3 β The World of Numbersπ KV Academy Original
Q8. Between which two consecutive integers does β50 lie?π Ch. 2 β Introduction to Linear Polynomialsπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. A line segment joins (β2,1) and (4,7). Find its midpoint.π Ch. 2 β Introduction to Linear Polynomialsπ KV Academy Original
Q10. Explain why β2 cannot be represented as p/q where p and q are integers and qβ 0.π Ch. 1 β Orienting Yourself: The Use of Coordinatesπ KV Academy Original
TOTAL = 10 MARKS
Class 9 β Science
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Name the tissue that transports water in plants.π Ch. 3 β Tissues in Actionπ KV Academy Original
Q2. State the SI unit of force.π Ch. 6 β How Forces Affect Motionπ KV Academy Original
Q3. What does a horizontal line on a distance-time graph indicate?π Ch. 4 β Describing Motion Around Usπ KV Academy Original
Q4. Why is a fixed pulley useful even though it does not multiply force?π Ch. 7 β Work, Energy, and Simple Machinesπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Differentiate between meristematic and permanent tissue.π Ch. 3 β Tissues in Actionπ KV Academy Original
Q6. A car changes velocity from 5 m/s to 15 m/s in 5 s. Find its acceleration.π Ch. 6 β How Forces Affect Motionπ KV Academy Original
Q7. Distinguish between work and power.π Ch. 4 β Describing Motion Around Usπ KV Academy Original
Q8. Why does a passenger move forward when a moving bus stops suddenly?π Ch. 7 β Work, Energy, and Simple Machinesπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. A force of 20 N moves an object 3 m in the direction of the force. Find the work done.π Ch. 6 β How Forces Affect Motionπ KV Academy Original
Q10. Explain how a simple machine can make work easier without reducing the total work done.π Ch. 4 β Describing Motion Around Usπ KV Academy Original
TOTAL = 10 MARKS
Class 10 β Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. In ΞABC, DE β₯ BC. If AE = (2x + 1) cm, EC = 4 cm, AD = (x + 1) cm and DB = 3 cm, find x.π Ch. 6 β Trianglesπ [CBSE 2025 β Standard, Set 2, Q16]
Q2. Find the distance between the points (β2, 3) and (4, β5).π Ch. 7 β Coordinate Geometryπ KV Academy Original
Q3. Find the 12th term of the AP 5, 9, 13, β¦π Ch. 5 β Arithmetic Progressionsπ KV Academy Original
Q4. If tan ΞΈ = 3/4 for an acute angle ΞΈ, find sec ΞΈ.π Ch. 8 β Introduction to Trigonometryπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. A 15 m high pole casts a shadow when the angle of elevation of the sun is 45Β°. Find the shadow length.π Ch. 9 β Some Applications of Trigonometryπ KV Academy Original
Q6. A sphere has radius 6 cm. Find its surface area in terms of Ο.π Ch. 12 β Surface Areas and Volumesπ KV Academy Original
Q7. If two triangles are similar and their corresponding sides are in the ratio 3:5, find the ratio of their areas.π Ch. 6 β Trianglesπ KV Academy Original
Q8. Find the midpoint of the line segment joining (β7,4) and (3,β6).π Ch. 7 β Coordinate Geometryπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. If the nth term of an AP is 4nβ1, find its first term and common difference.π Ch. 5 β Arithmetic Progressionsπ KV Academy Original
Q10. Prove that (1βsin ΞΈ)(1+sin ΞΈ)=cosΒ²ΞΈ.π Ch. 8 β Introduction to Trigonometryπ KV Academy Original
TOTAL = 10 MARKS
Class 10 β Science
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. State the SI unit of electric current.π Ch. 11 β Electricityπ KV Academy Original
Q2. Which lens is commonly used to correct myopia?π Ch. 9 β Light β Reflection and Refractionπ KV Academy Original
Q3. Why are ionic compounds generally hard?π Ch. 3 β Metals and Non-metalsπ KV Academy Original
Q4. Name the process by which plants lose water vapour through leaves.π Ch. 5 β Life Processesπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. What is the role of decomposers in an ecosystem?π Ch. 13 β Our Environmentπ KV Academy Original
Q6. A 6 Ξ© resistor is connected to a 12 V source. Find the current.π Ch. 11 β Electricityπ KV Academy Original
Q7. State the mirror formula and identify the sign convention used for focal length.π Ch. 9 β Light β Reflection and Refractionπ KV Academy Original
Q8. Why does aluminium resist corrosion better than iron?π Ch. 3 β Metals and Non-metalsπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Explain how the small intestine is adapted for absorption.π Ch. 5 β Life Processesπ KV Academy Original
Q10. How does energy flow through an ecosystem differ from nutrient cycling?π Ch. 13 β Our Environmentπ KV Academy Original
TOTAL = 10 MARKS
Class 11 β Applied Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. If P(A)=0.4, what is P(A')?π Ch. 9 β Probabilityπ KV Academy Original
Q2. How many ways can 3 different books be arranged on a shelf?π Ch. 6 β Permutations and Combinationsπ KV Academy Original
Q3. Find the common difference of the AP 11, 15, 19, β¦π Ch. 5 β Sequences and Seriesπ KV Academy Original
Q4. For R={(1,2),(2,4),(3,6)}, write the domain.π Ch. 4 β Relationsπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. If A={1,2,3} and B={3,4}, find Aβ©B.π Ch. 3 β Setπ KV Academy Original
Q6. If P(A)=0.7, find P(A').π Ch. 9 β Probabilityπ KV Academy Original
Q7. How many 4-letter arrangements can be made from 6 distinct letters without repetition?π Ch. 6 β Permutations and Combinationsπ KV Academy Original
Q8. Find the sum of the first 8 terms of 3,7,11,β¦π Ch. 5 β Sequences and Seriesπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. If R={(2,3),(4,5),(6,7)}, state its range.π Ch. 4 β Relationsπ KV Academy Original
Q10. If A={1,2,3,4} and B={2,4,6}, find AβͺB.π Ch. 3 β Setπ KV Academy Original
TOTAL = 10 MARKS
Class 11 β Physics
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Name one fundamental force of nature.π Ch. 1 β Physical Worldπ KV Academy Original
Q2. What is meant by the scope of physics?π Ch. 1 β Physical Worldπ KV Academy Original
Q3. Why is measurement essential in physics?π Ch. 1 β Physical Worldπ KV Academy Original
Q4. Explain briefly how physics is connected with technology.π Ch. 1 β Physical Worldπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Distinguish between a physical quantity and a unit.π Ch. 1 β Physical Worldπ KV Academy Original
Q6. Why are physical laws often expressed mathematically?π Ch. 1 β Physical Worldπ KV Academy Original
Q7. Name one example where physics contributes to medical technology.π Ch. 1 β Physical Worldπ KV Academy Original
Q8. Explain the role of observation and experimentation in physics.π Ch. 1 β Physical Worldπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Differentiate between fundamental and derived quantities with one example each.π Ch. 1 β Physical Worldπ KV Academy Original
Q10. Explain why no physical theory is considered beyond experimental testing.π Ch. 1 β Physical Worldπ KV Academy Original
TOTAL = 10 MARKS
Class 11 β Chemistry
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Define one mole.π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q2. What is the SI unit of amount of substance?π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q3. Calculate the molar mass of HβO.π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q4. Why is the law of conservation of mass important in chemical calculations?π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Calculate the number of moles in 18 g of water.π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q6. What is the difference between empirical and molecular formula?π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q7. Define limiting reagent.π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q8. Why must chemical equations be balanced before quantitative calculations?π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. A compound contains 40% carbon, 6.67% hydrogen and 53.33% oxygen. State the first step to determine its empirical formula.π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
Q10. Explain the significance of Avogadro's constant in mole calculations.π Ch. 1 β Some Basic Concepts of Chemistryπ KV Academy Original
TOTAL = 10 MARKS
Class 12 β Maths
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Evaluate β« (1 β 2 sin x)/cosΒ²x dx.π Ch. 7 β Integralsπ [CBSE 2025 β Mathematics, Set 2]
Q2. Determine whether f(x)=xΒ² is one-one on R.π Ch. 1 β Relations and Functionsπ KV Academy Original
Q3. Find the principal value of tanβ»ΒΉ(β1).π Ch. 2 β Inverse Trigonometric Functionsπ KV Academy Original
Q4. If A is a 2Γ2 matrix, state the order of Aα΅.π Ch. 3 β Matricesπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Find the value of |3 2; 5 4|.π Ch. 4 β Determinantsπ KV Academy Original
Q6. Differentiate xΒ² sin x.π Ch. 5 β Continuity and Differentiabilityπ KV Academy Original
Q7. Find the critical points of f(x)=xΒ³β3x.π Ch. 6 β Applications of Derivativesπ KV Academy Original
Q8. Evaluate β« 2x/(xΒ²+1) dx.π Ch. 7 β Integralsπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Find the inverse of a 2Γ2 diagonal matrix with non-zero diagonal entries.π Ch. 3 β Matricesπ KV Academy Original
Q10. Solve |x 2; 3 4|=10 for x.π Ch. 4 β Determinantsπ KV Academy Original
TOTAL = 10 MARKS
Class 12 β Physics
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Write the SI unit of electric potential.π Ch. 2 β Electrostatic Potential and Capacitanceπ KV Academy Original
Q2. State the relation between electric field and potential in one dimension.π Ch. 1 β Electric Charges and Fieldsπ KV Academy Original
Q3. Why is the electric field inside a conductor zero in electrostatic equilibrium?π Ch. 2 β Electrostatic Potential and Capacitanceπ KV Academy Original
Q4. A capacitor of capacitance C is connected to a potential difference V. State its stored energy.π Ch. 1 β Electric Charges and Fieldsπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Define electric flux.π Ch. 2 β Electrostatic Potential and Capacitanceπ KV Academy Original
Q6. State Gauss's law in integral form.π Ch. 1 β Electric Charges and Fieldsπ KV Academy Original
Q7. What happens to the capacitance of a parallel-plate capacitor when a dielectric is inserted?π Ch. 2 β Electrostatic Potential and Capacitanceπ KV Academy Original
Q8. Two equal charges are placed symmetrically about a point. What can be said about the net electric field at the midpoint?π Ch. 1 β Electric Charges and Fieldsπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. A capacitor stores charge Q at potential V. Express its energy in terms of Q and V.π Ch. 1 β Electric Charges and Fieldsπ KV Academy Original
Q10. Explain why electrostatic shielding protects a region from external electric fields.π Ch. 2 β Electrostatic Potential and Capacitanceπ KV Academy Original
TOTAL = 10 MARKS
Class 12 β Chemistry
Daily Test β’ 27 August 2026
Section 1 β Foundation2 Marks
Q1. Define molar conductivity.π Ch. 2 β Electrochemistryπ KV Academy Original
Q2. Write the SI unit of conductivity.π Ch. 1 β Solutionsπ KV Academy Original
Q3. What happens to the conductivity of a solution on dilution?π Ch. 2 β Electrochemistryπ KV Academy Original
Q4. Why does a strong electrolyte show a high degree of ionisation in solution?π Ch. 1 β Solutionsπ KV Academy Original
Section 2 β Mixed Practice4 Marks
Q5. Define oxidation in electrochemical terms.π Ch. 2 β Electrochemistryπ KV Academy Original
Q6. State the relation between Gibbs energy and cell potential.π Ch. 1 β Solutionsπ KV Academy Original
Q7. What is meant by standard electrode potential?π Ch. 2 β Electrochemistryπ KV Academy Original
Q8. Explain why a salt bridge is used in a galvanic cell.π Ch. 1 β Solutionsπ KV Academy Original
Section 3 β HOTS / Advanced4 Marks
Q9. Differentiate between molarity and molality.π Ch. 2 β Electrochemistryπ KV Academy Original
Q10. Why does adding a non-volatile solute affect the vapour pressure of a solution?π Ch. 1 β Solutionsπ KV Academy Original
TOTAL = 10 MARKS
Remedial Class
Targeted practice β’ Separate from the 10-mark tests
Class 10 β Maths
Topic: Rationalisation
Q1. Rationalise the denominator of 7/β5.
Basic
Q2. Simplify β6/(β3+β2) by rationalising the denominator.
Basic Application
Q3. Rationalise 1/(2ββ3).
Standard
Q4. Simplify 1/(β5β2) and state the rationalising factor used.
Challenging
Q5. Rationalise and simplify 3/(β7+β5) β 3/(β7ββ5).
Mastery/Application
Class 7 β Maths
Topic: Cross Multiplication
Q1. Solve x/5 = 7/10.
Basic
Q2. Find y if 9/14 = y/28.
Basic Application
Q3. If 4 pens cost βΉ36, find the cost of 7 pens using proportion.
Standard
Q4. A map uses a scale of 1:50,000. A road is 6 cm on the map. Find its actual length in km.
Challenging
Q5. A class has boys:girls = 5:7. If the total is 36 students, find the number of boys and girls using cross multiplication.
Mastery/Application