Exponents

Fill in the missing value to complete the pattern.

$k^5=1\times k\times k\times k\times k\times k$k5=1×k×k×k×k×k |

$k^4=1\times k\times k\times k\times k$k4=1×k×k×k×k |

$k^3=1\times k\times k\times k$k3=1×k×k×k |

$k^2=1\times k\times k$k2=1×k×k |

$k^1=1\times k$k1=1×k |

$k^0$k0$=$=$\editable{}$ |

Easy

Less than a minute

Sign up to try all questions

Derive, through the investigation and examination of patterns, the exponent rules for multiplying and dividing monomials, and apply these rules in expressions involving one and two variables with positive exponents