Orange County NC Website
space areas, must have at least one (1) large <br /> i tree per street frontage (value of 40 feet) . 96u <br /> The number of trees to be planted on the i 5z; <br /> remaining frontage (total frontage less value <br /> for one large tree) is determined by dividing <br /> the remaining frontage by the value(s) assigned <br /> to tree types selected for planting by the <br /> subdivider. <br /> For example, the number of trees required on a <br /> lot having a frontage of 130 feet would be <br /> calculated as follows: <br /> TOTAL LOT FRONTAGE 130 feet <br /> LESS! VALUE/REOUTRED LAR , =<_ gQ J&et <br /> EQUALS: REMAINING LOT FRONTAGE 90 feet <br /> Q&H.nn 11: UL SMALL TRPrq <br /> 90 feet divided by 25 feet (value <br /> for small tree) - 3.6 or 4 trees. <br /> Required number of trees = 4 small <br /> trees + 1 required large tree. <br /> Mini 12: ZU T,. R , . TBFS <br /> 90 feet divided by 40 feet (value <br /> for large tree) = 2.3 or 2 trees. <br /> Required number of trees = 3 large <br /> trees (1 required + 2 optional) . <br /> 1. - <br /> Optinn 11: COME TNATTON/LARGE' AM SM- jj, mgrrF-�; <br /> 90 feet - 40 feet (1 large tree) _ <br /> 55 feet. <br /> 55 Feet divided by 25 feet = 2.2 or <br /> 2 small trees. <br /> Required number of trees = 2 large <br /> trees (1 required + 1 optional) + 2 <br /> small trees. <br /> Upon installation, trees shall be spaced at <br /> least fifteen (15) feet apart,- but preferably no <br /> greater than the spread of the canopy normally <br /> achieved by the tree species upon maturity. <br /> Street trees shall be planted within the <br /> required front yard setback area. Selection and <br /> location of trees shall consider existing and <br /> future site conditions including, but not <br /> limited to, overhead and/or underground utility <br /> lines, vehicular access drives, the location and <br /> extent of existing vegetation, and , soil <br /> suitability. Selection of tree types shall be <br /> made from the list of acceptable plant mate r(i is <br />