Given Lot Data:
Ind-2 Zoned Inside/Regular Lot with Frontage of 75.00m and Depth of 100.0m with RROW of 30meters width.
Therefore: TLA=W x D
TLA=7,500.00sqm
SOLUTION:
1. SOLVING FOR AMBF
a. AMBF via Setbacks Table VIII.2
Front=8.00m
Side/Rear=5.00m
- Building Width=75.00m-5.00m-5.00m you get 65.00m
- Building Length=100.00m-8.00m-5.00m you get 87.00m
AMBF=Width x Length
AMBFSB=65.00m x 87.00m you get 5,655.00sqm
b. AMBF via PSOmax Table VIII.1
AMBF=70%
AMBF=70% of TLA you get 5,250.00sqm
c. AMBF via TGFA Table VII.1
AMBF=75% of TLA
AMBF=0.75 x (75.00m x 100.00m)
AMBFTGFA=0.75 x (7,500.00sqm) you get 5,625.00sqm.
d. AMBF via TOSL Table VIII.G.6
25% Open Space therefore 75% allotted for Building Footprint
AMBF=75% of TLA
AMBF=0.75 x (75.00m x 100.00m)
AMBFTOSL=0.75 x (7,500.00sqm) you get 5,625.00sqm.
e. AMBF via Lot Type/Location (Figures VIII.2-VIII.8)
15% Open Space therefore 85% allotted for Building Footprint
AMBF=85% of TLA
AMBF=0.85 x (75.00m x 100.00m)
AMBFLOTTYPE=0.85 x (7,500.00sqm) you get 6,375.00sqm.
*Most Stringent is AMBF via Table VIII.1 having the least value of 5,250.00sqm
2. SOLVING FOR PSOmax
Get the AMBF with the least value
PSOmax=(AMBF/TLA)*100
PSOmax=(5,250.00sqm/7,500.00sqm)*100
PSOmax=70%
3. SOLVING FOR TOSL
TOSL=100%-PSOmax
TOSL=100%-70%
TOSLmax=30% or
TOSLmax=30% of TLA you get 2,250.00sqm
4. SOLVING FOR USAmin
Direct from Table VIII.1 get the listed USA minimum percentage.
USAmin=15% or
USAmin=15% of TLA you get 1,125.00sqm
5. SOLVING FOR ISAmax
Same Table VIII.1 get the listed ISA maximum percentage.
ISAmax=15% or
ISAmax=15% of TLA you get 1,125.00sqm
To counter-check you can always add both USA and ISA to match the TOSL value
USA + ISA = TOSL
15% + 15% = 30%
MACA
MACA=PSOmax + ISAmax
MACA=70% + 15%
MACA=85% or
MACA=6,375.00sqm
7. SOLVING FOR GFAmax
Refer to Table VII.G.1 FLAR
GFAmax=TLA x FLAR
GFAmax=7,500.00sqm x 3
GFAmax=22,5000.00sqm
8. SOLVING FOR TGFAmax base from Table VII.1
TGFAmax=PSOmax x BHL or TGFAmax=AMBF x BHL
PSOmax=% of TLA
Get BHL value of floors/storeys in Table VII.2
TGFAmax=5,250.00sqm x 7
TGFAmax=36,750.00sqm
9. SOLVING FOR TGFAmax base from Multiplier in Table VII.G.2
TGFAmax=GFAmax x Multiplier
TGFAmax=22,5000.00 x 1.50
TGFAmax=33,750.00sqm
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