*Maths – Important Question Bank for Maharashtra Board HSC 2016 Examination*

We had mentioned some tips for cracking the HSC Maharashtra board exam here: HSC Study Tips to Crack HSC Exams.

We had also shared Important Questions Bank for HSC Examination 2016 and students have really appreciated it and showered us with love last year.

Today, we are posting the Maths – Important Questions Bank for Maharashtra Board HSC 2016 Examination to make life easy for all you HSC students.

Without making you wait any further, please find the questions below:

*(Section I)*

*UNIT NO 1*

*MATHEMATICAL LOGIC’S*

*Points to **remember *

1: Statement and truth values.

2: Open sentence.

3: Quantifiers

4: Compound Statement and it’s truth table.

5: Tautology , contradiction , contingency.

6: Logical equivalence.

7: Duality

8: Negation of a compound statement and quantifiers

9: Switching Circuit.

*UNIT NO 2*

*MATRICES*

*Que. If A is square matrix then A+A Is*

(A) Symmetric matrix (B) Singular matrix

(C) Diagonal matrix (D) Skew symmetric

**Ans: A**

*UNIT NO 3*

*TRIGONOMETRIC FUNCTIONS*

**Points to remember **

1.Trigonometric Equations a d it s solutions. principal (the solution lies between 0 and 2 π ) and general solution

2.Solution of triangle. Sine, cosine, projection Rule, Half angle formula.

3. Inverse trigonometric functions. Properties of inverse trigonometric functions

*UNIT NO 4*

*PAIR Of STRAIGHT LINES*

*Points to remember *

1. Joint or combined equation of two lines.

2 .Homogneous Equation of second degree

3. Sum and Product of Slopes.

4. Angle between two lines represented by homogeneous equation.

5. General second degree equation in x and y.

6. Theory questions.

*UNIT NO 5*

* VECTORS*

*Points to remember *

- Collinearity and coplanarity.
- Section formula.
- Scalar Triple Product.
- Application of vector to geometry.
- Theory Questions

*UNIT NO 6*

*THREE DIMENSIONAL GEOMETRY*

*Points to remember*

- Direction angles.
- Direction cosines.
- : Direction ratios.
- Relation between the direction ratios and cosines of a line.
- Angle between two lines.

*UNIT NO 7 *

*LINE*

*Points to remember*

- Vector equation of line.

(i) Passing through given point and parallel to given vector

.(ii) Passing through two given points.

- Cartesian or symmetric form of equation of line.
- Distance of a point from a line.
- Skew lines.

(i) Distance between two skew lines.

(ii) Distance between two parallel lines.

*UNIT NO 8*

*PLANE*

*Points to remember*

- Vector and Cartesian equation of plane.

(i) Normal form.

(ii) Passing through given point and perpendicular to given vector.

(iii)Passing through given point and parallel to two given vector.

(iv)Passing through three non collinear points.

(v) Passing through intersection of two lines.

- Angle between two planes.
- Angle between line and plane.
- Distance of a point from a plane.

*UNIT NO 9*

*LINEAR PROGRAMMING PROBLEM*

*Points to remember*

- Formation of LPP.
- Graphical solution of LPP.
- special Cases of LPP.

Que. If the value of the objective at two consecutive vertices of the feasible region is optimal solution then the LPP has.

(A) No solution (B) Two solutions

(C) Infinite solutions (D) None of these

**Ans: C**

*(Section II)*

*UNIT NO 1 *

*CONTUNITY*

*Points to remember*

- Continuity of a function at a point
- Types of discontinuity.
- Continuity in an interval

*UNIT NO 2 *

*DIFFERENTIATION*

*Points to remember*

- Relation between continuity and differentiation.
- Derivatives of

(i) Composite Function.

(ii) Inverse Function.

(iii) Implicit Function

(iv) Parametric Functions.

3. Logarithmic differentiation.

4. Higher ordered Derivative

5. Theorems.

*UNIT NO 3*

*APPLICATIONS OF DERIVATIVE*

*Points to remember*

- Geometrical Applications.
- Rate Measure.
- Roll’s and Lagranges Theorem.
- Approximation
- Increasing and decreasing function.
- Maxima and Minima.

*UNIT NO 4*

*INDEFINITE INTEGRAL*

*Points to remember*

1:Standard Formulae.

2: Integration by substitution.

3: Special Integrals.

4: Integration by parts.

5: Integration by partial fractions.

*UNIT NO 5*

#### DEFINITE INTEGRAL AND ITS APPLICATIONS

*Points to remember*

- Definite integral as limit of sum
- Fundamental Theorem of integral Calculus.
- Definite integral by substitutions.
- Definite integral by parts.
- Properties of definite Integral.
- Application of definite integral (Area)

*UNIT NO 6*

*DIFFERENTIAL EQUATIONS*

*Points to remember*

- Order and degree of differential equation.
- Solution of differential equation.
- Formation of differential equation
- Solution of first ordered first degree differential equation

(I) Variable separable form.

(ii) Method Of substitution.

(iii) Homogeneous differential equation.

(iv) Linear differential equation

5. Application of differential equation (Growth and Decay)

*UNIT NO 7*

*PROBABILITY DISTRIBUTION*

*Points to remember*

- Random variable and its types.
- Probability mass function (p.m.f.).

(i) Probability distributions.

(ii) Cumulative distribution functions.

(iii) Expected value, variance and standard deviation.

3. Probability distribution function (p.d.f.)

*UNIT NO 8*

*BINOMIAL DISTRIBUTION*

*Points to remember*

- Bernoullis Trial.
- Binomial distribution.
- Conditions for binomial distribution.
- Mean and variance of binomial distribution.

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To day i need your support for maths please give me imp questiin 2016 on my email govind.joshi@sbi.co.in 9096801118

Can u plz …give list of some specific (most probable) theorems. …. because there are too many of them….difficult to remember all

to day i need support for maths pl give me imp question 2016 on my email govind.joshi@sbi.co.in 9096801118

hope so these tips and questions will help me in my exams….thanks for this

Give me maths imp for bord exam

Where are the questions?