SSLC Exam 2024 : Maths Part 2 Most Probable Questions based on Previous Papers

SSLC Exam 2024 Mathematics Part 2 most Probable Questions based on the SSLC Previous Exam Papers, The chapter Wise (Arithmetic, Algebra, Geometry, Trigonometry) Most Probable Questions are being prepared on the basis of the SSLC Previous Exam Papers

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

Mathematics 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 in Mathematics Exam Paper will be given – 2 Questions in 2 Marks, 4 Questions in 3 Marks, 1 Question in 4 Marks, However there will be no internal choice Question in 5 Mark Questions

MOST PROBABLE QUESTIONS

PART 2

Pair of Linear Equations in Two Variables

Concepts to score Easy Marks are Coefficients of Pair of Linear Equations (a1, b1, c1, a2, b2, c2 relationships and graph) a₁ / a₂ = b₁ / b₂ = c₁ / c₂ (Coincident Line, Infinite Solutions) a₁ / a₂ ≠ b₁ / b₂ (Intersecting Lines, Unique Solution) a₁ / a₂ = b₁ / b₂ ≠ c₁ / c₂ (Parallel Lines, No Solution),

For 2 Marks Elimination method problem may be expected (Exercise 3.4) For Example x + y = 5, 2x – 3y = 4, Practice Text book Question of this chapter to score easily 4 to 5 Marks,

Graph for 4 Marks will be from this chapter, For example 2x – y = 2, 4x – y = 4, 2x + y = 8, x – y = 1, for Graph based questions practice previous years exam papers and Model Papers

Probability

Probability of an event, Probability of Sure Event is 1, Probability of impossible event is always 0, Complementary Events P (A) + P (A^|) = 1 based problems can be asked, Problems on Dice are excepted,

For example When a dice is rolled once, find the probability of getting a prime number, Problems on tossing a coin, For Example Toss a coin once, Find the probability of getting Head / Tail, Practice the text book problems,

Constructions

The concept to score easy marks is this chapter, Construction of Similar Triangles, for Example Construct a triangle ABC with side 3cm, 4cm, 5cm and construct another triangle whose corresponding sides are 2/3 times of triangle ABC, Similar triangle in improper fraction may be asked,

Construction of Tangents (Angle between) for Example Draw a circle of radius 3.5 cm and construct a pair of tangents such that angles between the tangents is 80⁰, Line Segment AB = 10 cm and divide it into ratio 2 : 3, Easy to Score 5 Marks in this chapter

Areas related to Circle

Formulae in this chapters to be practice, Area of Circle Perimeter, Length of the Arc (θ / 360 x 2πr), Area of the Circle (πr²), Area of a Semicircle (πr² / 2), Area of Quadrant of a circle (πr² / 4), Sector of circle, for Example Angle between the radii is 60⁰, then find the sector of a circle (θ = 360 x πr²), Figure to be given,

Find the area of shaded portion problem may be expected, Find the area of shaded portion in the given figure ABCD is vertices of the Square and Circumference of circle is 88cm (Practice problems on Area of Shaded portions from previous exam papers and Model Papers)

Introduction to Trigonometry

In this Chapter 1 Mark 1 Question like Sin θ = Opp / Hyp, Cos θ = Adj / Hyp, Tan θ = Opp/ Adj (Ratios), Sin²θ + Cos²θ = 1, Sin 30 x cos 60 = ?, Problems on it like Sinθ = 5 / 12 then find value of Cosθ (Inverse Ratio), 2Questions for 2 Marks to be asked, for example Find the value of Sin30 + Cos60 – Sin²60 (Evaluate based Problems), Complementary angles based questions,

In tringle ABC, AB = 1cm, BC = √3cm, Angle B = 90, Find Sin C, 13Sinθ = 12, then find value of Cosecθ, Find value of Sin 90⁰ + tan 45^0, Prove that tan A x Sin A + Cos A = Sec A, Prove that tan A – Sin A / tan A + Sin A = Sec A – 1 / Sec A + 1, 

Applications of Trigonometry 

3 Marks question be based in this chapter, Question based on Height and Distance (Figure will be given), for Example A tower and a building are standing vertically on the same level, Angel of Elevation of the top of the building from the foot of tower is 30⁰, Angle of elevation of the top of tower from the foot of building is 60⁰, if the tower is 50m height then find the height of the building, 

Two wind mills of height 50m and 40√3 mt are on either side of the field, A person observes the top of the wind mills from a point in between them, the angle of elevation to be found to be 45⁰ and 30⁰, find distance between the wind mills

(NOTE : Practice Worked Examples of all Chapters and Practice last 4 problems in all Exercise)