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Showing posts with label Unit2. Show all posts
Showing posts with label Unit2. Show all posts

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Miscellaneous Exercise 2

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations,
Miscellaneous Exercise 2

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. Multiple choice Questions. Four possible answer are given for the following questions…. tick the correct answer…2. Write short answer of the following questions.i discuss the nature of the roots of the following equations.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Miscellaneous Exercise 2

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations,
Miscellaneous Exercise 2

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. Multiple choice Questions. Four possible answer are given for the following questions…. tick the correct answer…2. Write short answer of the following questions.i discuss the nature of the roots of the following equations.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.8

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.8

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. The product of two positive consecutive numbers in 182. ….the sum of the squares of three positive consecutive number.. The sum of the squares of two digits of a positive integral number is 65 and the number is 9 times the sum of its digits..

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.8

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.8

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. The product of two positive consecutive numbers in 182. ….the sum of the squares of three positive consecutive number.. The sum of the squares of two digits of a positive integral number is 65 and the number is 9 times the sum of its digits..

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.7

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.7

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. Solve the following simultaneous equations.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.6

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.6

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. Use synthetic division to find the quotient and the remainder, when… 1 is the zero of the polynomial….. solution:

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.5

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.5

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. Write the quadratic equations having following roots.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.5

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.5

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. Write the quadratic equations having following roots.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.4

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.4

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work. If a are the roots of the equation …then evaluate

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.3

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.3

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work.

Without solving, find the sum and the product of the following quadratic equation.

sum of the squares of the roots of the equation.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.3

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.3

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work.

Without solving, find the sum and the product of the following quadratic equation.

sum of the squares of the roots of the equation.

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.2

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.2

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work.

Find the cube roots of …

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.1

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.1

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work.

1. Find the discriminant of the following given quadratic equations.

2. Find the nature of roots of the following given quadratic equations and verify the result it by solving the equation.

3. For what value of k, the expression.

4. Find the value of k, if the roots of the following equation are equal.

5. Show that the equation….. has equal roots, if……..

….Cube roots of Unity and their Properties…

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.1

Class 10 Math Notes Unit # 2 Theory of Quadratic Equations, Exercise 2.1

We are very optimistic to create latest written notes for the best of our efforts and provide easy way to find solutions of your home work.

1. Find the discriminant of the following given quadratic equations.

2. Find the nature of roots of the following given quadratic equations and verify the result it by solving the equation.

3. For what value of k, the expression.

4. Find the value of k, if the roots of the following equation are equal.

5. Show that the equation….. has equal roots, if……..

….Cube roots of Unity and their Properties…