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Table 6 Mean tree properties across all plots using a paired sample two-tailed t-test Characteristic Non-eroded Eroded Probabilitya DBH 493 mm 536 mm *** Height 40 m 36 m ns Form 1.1 1.0 ns aProbability: ***p = 0.001; ns = not significant.
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The analysis variables are: volume per hectare (m3 ha−1), stocking (trees ha−1), and mean tree volume (m3).
Mean tree stiffness is denoted by '*'.
Figure 7 Summary of relationships between mean tree stiffness and tree variables.
Mean tree height was 2.46 meter.
The mean tree height is 7.9 feet.
Cooler temperatures mean less energy used in the summer and more trees means higher property values.
That doesn't mean properties are going particularly cheaply, though.
— What do you mean? — Commercial property?
Good schools mean good property value.
—What do you mean? —Commercial property?
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