Indices

Manipulate single terms that involve negative powers

Evaluate expressions of integer base and negative powers

Multiplication and division law for integer base and negative powers

Power of a power with integer bases and negative powers

Simplify expressions using multiple index laws with integer base and negative powers

Exploring Indices Visually (Investigation)

Mixed expressions using index laws

Index notation with variable bases and negative powers

Multiplication law with variable bases and negative powers

Division law with variable bases and integer negative powers

Power of a power with variable bases and negative powers

Products and quotients with variable bases and negative indices (Yr 10)

Numerical Bases with Fractional Indices

Fractional Bases with Fractional Indices

Fractional Indices with Algebraic Terms

Index notation with integer and variable bases

Multiplication law with integer and variable bases

Division law with integer and variable bases

Power of a power with integer and variable bases

Zero power with with integer and variable bases

Simplify expressions using multiple index laws with integer and variable bases

Index notation with integer and variable bases and negative powers

Multiplication law with integer or variable bases and negative powers

Division law with integer or variable bases and integer negative powers

Power of a power with integer or variable bases and negative powers

Simplify expressions using multiple index laws with integer and variable bases and negative powers

Evaluating powers

Class IX

Zero power with with integer and variable bases

Interactive practice questions

Evaluate $741^0$7410.

Easy

< 1min

Evaluate $\left(-983\right)^0$(−983)0.

Easy

< 1min

Simplify: $\left(2\times13\right)^0$(2×13)0

Easy

< 1min

Evaluate $\left(\frac{7}{9}\right)^0$(79)0.

Easy

< 1min

Outcomes

9.NS.RN.3

Recall of laws of exponents with integral powers. Rational exponents with positive real bases

What is Mathspace

About Mathspace