SSC (English Medium) Class 10th Board ExamMaharashtra State Board
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# All Solutions for SSC (English Medium) Class 10th Board Exam - Maharashtra State Board - Algebra

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Algebra
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Find the value of a, b, c in the following quadratic equation : 2x2 ‒ x ‒ 3 = 0

Chapter: [2] Quadratic Equations
Appears in 1 question paper

Write the quadratic equation whose roots are ‒2 and ‒3.

Chapter: [2] Quadratic Equations
Appears in 1 question paper

For a sequence if n S_n=n/(n+1) then find the value of S10.

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Introduction to Sequence
Appears in 1 question paper

Verify whether 1 is the root of the quadratic equation : x^2+3x-4=0

Chapter: [2] Quadratic Equations
Appears in 1 question paper

If one root of the quadratic equation kx2 – 7x + 12 = 0 is 3, then find the value of k.

Chapter: [2] Quadratic Equations
Appears in 1 question paper

If α + β = 5 and α33 = 35, find the quadratic equation whose roots are α and β.

Chapter: [2] Quadratic Equations
Appears in 2 question papers

(x + 5)(x - 2) = 0, find the roots of this quadratic equation

Chapter: [2] Quadratic Equations
Appears in 1 question paper

The following data shows the number of students using different modes of transport:

 Modes of Transport Number of Students Bicycle 140 Bus 100 Walk 70 Train 40 Car 10

From this table, find the central angle (θ) for the Mode of Transport ‘Bus’.

[5] Statistics
Chapter: [5] Statistics
Concept: Tabulation of Data
Appears in 1 question paper

Write the following quadratic equation in a standard form: 3x2 =10x + 7.

Chapter: [2] Quadratic Equations
Appears in 1 question paper

Find the values of a, b, c for the quadratic equation 2x2 = x + 3 by comparing with standard form ax2 + bx + c = 0.

Chapter: [2] Quadratic Equations
Appears in 1 question paper

Find the first two terms of the sequence for which Sn is given below: S_n=n^2(n+1)

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Introduction to Sequence
Appears in 1 question paper

Find the value of discriminant (Δ) for the quadratic equation: x^2+7x+6=0

Chapter: [2] Quadratic Equations
Appears in 1 question paper

How many three digit natural numbers are divisible by 5?

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Introduction to Sequence
Appears in 1 question paper

State whether the given equation is quadratic or not. Give reason.

5/4m^2 - 7 = 0

Chapter: [2] Quadratic Equations
Appears in 1 question paper

Solve the following quadratic equation by using formula method :

2x2 - 3x = 2

Chapter: [2] Quadratic Equations
Appears in 1 question paper

Write the first two terms of the sequence whose nth term is tn = 3n ‒ 4.

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Arithmetic Progression
Appears in 1 question paper

Write the first three terms of the A.P. whose common difference is ‒3 and first term is 4.

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Arithmetic Progression
Appears in 1 question paper

Solve the following quadratic equation by Factorisation method: x2 + 7x + 10 = 0

Chapter: [2] Quadratic Equations
Concept: Solutions of Quadratic Equations by Factorization
Appears in 1 question paper

The 11th term and the 21st term of an A.P. are 16 and 29 respectively, then find:
(a) The first term and common difference
(b) The 34th term
(c) ‘n’ such that tn = 55

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Arithmetic Progression
Appears in 1 question paper

State whether the following sequence is an A.P. or not?

1, 4, 7, 10, ………………..

[1] Arithmetic Progression
Chapter: [1] Arithmetic Progression
Concept: Arithmetic Progression
Appears in 1 question paper
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All Solutions for SSC (English Medium) Class 10th Board Exam Maharashtra State Board Algebra. You can further filter Question Answers by subjects and chapters. Solutions for most of the questions for Maharashtra State Board can be found here on shaalaa.com. You can use these solutions to prepare for your studies and ace in exams. Solving questions is a great way to practice and with shaalaa.com, you can answer a question and then also check your answer with the solutions provided.
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