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# Radical Expression

Question | Answer |
---|---|

Use the quotient rule to simplify.Assume that all variables represent positive real numbers. √x^5y^3/25 | x^2y√xy /5 |

Use the product rule to multiply. 3^√4*3^√7 | 3^√28 |

Simplify. Assume that all variables represent positive real numbers. 3^√128x^6 | 4x^2 3^√2 |

Use the quotient rule to divide,then simplify, if possible. √12/√2 | √6 |

Simplify. Assume that all variables represent non negative real numbers. 5^√-32x^15 *y | -2x^3 5^√y |

Use the quotient rule to divide. Assume that all variables represent positive real numbers. √x^11*y^9 /√xy | x^5y^4 |

Find the distance between the pair of points: (5,2) and (8,6) | 5 |

Find the distance between the two pair of points: (-11,5) and (-4,1) | √65 |

Find the midpoint of the line segment whose endpoint are given: (-7,-4),(-3,13) | (-5,9/2) |

Find the midpoint of the line segment whose end points are given: (7/5,-3/2), (-6/5,-5/2) | (1/10,-2) |

Subtract. √8-√50 | -3√2 |

Add. Assume that all variables represent positive real numbers. 6√3x^3 +6x√12x | 18x√3x |

Add or subtract. 5√27 -2√18 + √48 | 19√3 -6√2 |

Add. Assume that all variables represent positive real numbers. √175/x^4 + √7/9x^4 | 16√7 /3x^2 |

Subtract. 3^√448/125 - 3^√189 /8 | 17 3^√7 /40 |

Multiply, and then simplify, if possible. √11(√2+√7) | √22+√77 |

Multiply, and then simplify, if possible. (√7-√10)^2 | 17-2√70 |

Multiply. (2√7 -3√6)(√7 -3√6) | -9√42 +68 |

Multiply. (3^√4 -1)(3^√2 +1) | 1+ 3^√4- 3^√2 |