SSLC Exam 2024 : Maths Part 1 Most Probable Questions based on Previous Papers

SSLC Exam 2024 Mathematics Part 1 most Probable Questions based on the SSLC Previous Exam Papers, The chapter Wise (Arithmetic, Algebra, Geometry, Trigonometry) Most Probable Questions been prepared based on the SSLC Previous Exam Papers

Students of SSLC appearing for the Exams 2024 can refer these questions and plan their preparations for the upcoming Mathematics Exam,

Exam Paper to consist of 38 Questions for 80 Marks, (8 MCQ, 8 Question of 1 Marks, 8 Question of 2 Marks, 9 Question of 3 Marks, 4 Question of 4 Marks, 1 Question of 5 Marks)

Internal Choice Questions will also be given – 2 Questions in 2 Marks, 4 Questions in 3 Marks, 1 Question in 4 Marks, However there will be no internal choice in 5 Mark Question

MOST PROBABLE QUESTIONS

PART 1

ARITHMETICS PROGRESSION

Arithmetic Progression consist of 1 Mark Question like What is meant by Arithmetic Progressions, Formulae in this Chapter are very important, Like Standard form of AP, nth term of AP, Sum of n terms, If terms are in AP  then find mid term, Find the n term using a_n = S_n – S_n-1,

The Likely Questions in AP are like find the nth term, Sum of terms of AP, For Example  11,8,5, ——–is -150 a term of the AP, Find the 20th term of AP 7, 12, 17 ——-, Which term of AP 3, 15, 27 will be 132?, Find the Sum of first 20 terms of AP which are divisible by 6? Find the sum of all the number of 3 digits which are divisible by 8

3 and 4 Marks Questions to be asked in AP, Refer previous years Question Papers and Model Papers, For Example Find the 3 terms of AP (a + d, a, a – d) problems, Find the 4 terms of AP (a-3d, a – d, a + d, a + 3d) If a₅ = 20, the sum of 7th term and 11th term is 64, Find the Common Difference, Prove that 70th term is twice the 31st term

REAL NUMBERS 

Real Number chapter as per the previous exam papers carry 4 Marks

What are irrational numbers?, For 2 Marks Problems on HCF and LCM, for Example Find the LCM of 60, 6a and 60a²b³ if one of the number is 120b², Find the HCF of 60 and 75, also find LCM of 40, HCF of 60 and 75, for 3 marks Prove that √2, √3, √5, √7, √11, √15 is irrational number, Prove that 7 + √5 is irrational number

STATISTICS

Statistics chapter as per the previous exam papers carry 6 Marks 

3 Mark Question will be from Find Mean, Median, Mode (1 Question of these), there may be optional question, 1 Mark Question be like 2, 5, x, 10 the average is 7, find value of x, Find the median of 3,6,4,10, 8, Formulae of Mean, Median, Mode is very important, Draw Ogive Curve (Less than, More Than)

QUADRATIC EQUATIONS

Standard Form of Quadratic Equations (QE), Solve the Quadratic Equation by Formula Method, Discriminants (Solve Problems on these from Previous Papers, Model Papers and Textbook Problems), 2x² + kx + 3 = 0, if have equal roots, find value of K,  Verbal Problems (Textbook – 10.4 Exercise), 

TRIANGLES

Questions be from Theorems to Prove – Basic Proportionality Theorem (Thales Theorem), AAA Criteria, Area of Circles, Pythagoras Theorem (Likely 3, 4 or 5 Mark Questions), Figure is very important while proving the theorem

CIRCLES

Define terms of Circle like Secant, Chord, Sector, Practice 2 Theorem based on Circle, Practice Theorem Tangents drawn from an external point to any circle are equal (Refer Previous Papers)

SURFACE AREA

Cylinder, Cone, Sphere, Hemisphere, Frustum Curved Surface Area, Total Surface Area, Volume based questions be asked, (Combination of Solids based problem will be asked), Easily score 8 to 10 Marks (3, 4, 5 Marks to be asked)