Regression equation | R^{2} |
---|---|

Height, linear | |

H_{L} = 4.70 + 0.42T | 0.46 |

H_{SHV} = 1.52 + 0.68T | 0.92 |

H_{SLV} = 1.76 + 0.62T | 0.95 |

H_{Control} = 2.01 + 0.55T | 0.95 |

Height, quadratic | |

H_{L} = 5.60 − 0.35T + 0.13T^{2} | 0.83 |

H_{SHV} = 2.22 + 0.08T + 0.10T^{2} | 0.94 |

H_{SLV} = 2.06 − 0.36T + 0.04T^{2} | 0.95 |

H_{control} = 1.76 + 0.76T − 0.037T^{2} | 0.96 |

Caliper, linear | |

C_{L} = 6.76 + 1.06T | 0.92 |

C_{SHV} = 2.42 + 0.86T | 0.95 |

C_{SLV} = 2.22 + 0.88T | 0.92 |

Caliper, quadratic | |

C = 8.26 − 0.23T + 0.21T_{L}^{2} | 0.97 |

C_{SHV} = 2.82 + 0.52T + 0.057T^{2} | 0.95 |

C_{SLV} = 3.72 − 0.41T + 0.21T^{2} | 0.99 |

C_{Control} = 2.88 + 0.43T + 0.19T^{2} | 0.99 |

H

_{L}= height (m) of large-caliper treesH

_{SHV}= height (m) of small-caliper high vigor treesH

_{SLV}= height (m) of small-caliper low vigor treesH

_{Control}m height (m) of untransplanted small-caliper treesC

_{L}m caliper (cm) of large-caliper treesC

_{SHV}= caliper (cm) of small-caliper high vigor treesC

_{SLV}= caliper (cm) of small-caliper low vigor treesC

_{Control}= caliper (cm) of untransplanted small-caliper treesT = time in years

All equations were significant at the

*P*= 0.01 level.