Quant – Algebra

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Algebraic Expressions 2 Topics | 2 Quizzes

Basics of Algebraic Expressions

Basics of Algebraic Expressions

Equations 6 Topics | 6 Quizzes

Solving Quadratic Equations – Part 1

Solving Quadratic Equations – Part 1

Solving Quadratic Equations – Part 2

Solving Quadratic Equations – Part 2

Solving Quadratic Equations – Using the Formula

Solving Quadratic Equations – Using the Formula

Solving Equations with Other Exponents

Solving Equations with Other Exponents

Solving Equations with Absolute Value

Solving Equations with Absolute Value

Understanding Tricky Equations

Understanding Tricky Equations

Functions 9 Topics | 9 Quizzes

What is a Function?

What is a Function?

Functions – What are Domain and Range?

Functions – What are Domain and Range?

How do we Draw Graphs of Functions?

How do we Draw Graphs of Functions?

How do we Interpret Graphs of Quadratic Equations?

How do we Interpret Graphs of Quadratic Equations?

How do we Interpret Shifting of Function Graphs?

How do we Interpret Shifting of Function Graphs?

Reflections of Graphs about the Axes

Reflections of Graphs about the Axes

How do we Plot the Graph of a Function using Shifts and Reflections?

How do we Plot the Graph of a Function using Shifts and Reflections?

A Function within a Function

A Function within a Function

What are Defined Functions?

What are Defined Functions?

Inequalities 9 Topics | 9 Quizzes

What are Inequalities?

What are Inequalities?

Operations on Inequalities

Operations on Inequalities

Squaring Inequalities

Squaring Inequalities

Operations on Inequalities (Reciprocal)

Operations on Inequalities (Reciprocal)

Interpretation of Inequalities

Interpretation of Inequalities

Two or more Inequalities

Two or more Inequalities

Range of Inequalities

Range of Inequalities

Inequalities (Absolute Value Problems)

Inequalities (Absolute Value Problems)

Higher Order Inequalities

Higher Order Inequalities

Linear Equations 6 Topics | 5 Quizzes

How do we Solve Linear Equations in One Variable?

How do we Solve Linear Equations in One Variable?

What are the Applications of Linear Equations?

What are the Applications of Linear Equations?

Linear Equations – Example

Linear Equations – Example

Linear Equations – Example(Ages)

Linear Equations – Example(Ages)

What are Linear Equations in Two Variables?

What are Linear Equations in Three Variables?

What are Linear Equations in Three Variables?

Exponents 7 Topics | 5 Quizzes

Square roots and Cube roots

Square roots and Cube roots

What are Fractional Exponents?

Root AB and Root A over B

Root AB and Root A over B

How do we Factorise Terms?

How do we Factorise Terms?

Rationalisation

Rationalisation

Rationalisation (Two terms)

Rationalisation (Two terms)

Approximating Roots

Identities 1 Topic | 1 Quiz

Special Identities

Special Identities

Factorisation 3 Topics | 3 Quizzes

Factorisation of Polynomials

Factorisation of Polynomials

Factorisation of Polynomials using Grouping

Factorisation of Polynomials using Grouping

Factorisation of Quadratic Polynomials

Factorisation of Quadratic Polynomials

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Types of Terms

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Question 1 of 4

1. Question
1 point(s)
Charlie scored an average of ‘x’ points per game during the entire season. If Charlie’s team played 20 games in the season, how many points did Charlie score assuming he played every game ?
- \( 20x\)
- \( 20 + x\)
- \( 15x\)
- \(\dfrac{20}{x}\)
- \(\dfrac{x}{20}\)
Correct

Incorrect
Question 2 of 4

2. Question
1 point(s)
The expression (x + 3) (2x – 1) is same as …
- \( 2{x^2} + 5x – 3\)
- \( 2{x^2} + 3x – 1\)
- \( 2{x^2} – 5x + 3\)
- \( {x^2} + 5x – 3\)
- \( 3{x^2} + 3x – 5\)
Correct

Incorrect
Question 3 of 4

3. Question
1 point(s)
\((5 + \sqrt3 ) (5 – \sqrt3 )\) = ?
- 22
- 28
- 12
- 10
- 19
Correct

Incorrect
Question 4 of 4

4. Question
1 point(s)
If x and y are positive and \(x^2 * y^2 = 60 – 17xy\) then \(x^2 \)= ?
- \(\dfrac{9}{y^2}\)
- \(\dfrac{60-17xy}{y^3}\)
- \(\dfrac{60}{y^2}\)
- \(\dfrac{60-17xy}{y^4}\)
- \(\dfrac{-20}{y^2}\)
Correct

Incorrect

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