Here today, i would be teaching us how to Calculate or Estimate the Number of Blocks required for your 2-bedroom bungalow using the area method.

For a quick calculation, having known the entire length to be 72,500mm As we calculated from The Plan shown Here.

Take for a bungalow with total Height from foundation to roof to be 1,200mm +3000mm = 4200mm.

Then calculate the surface area which is 72,500 x 4,200 and convert to meters

72.5m x 4.2m = 304.5m

^{2}
Remove surface areas of windows and doors

For window, height is 1.2m and total is 11

**What is the area of one window?**

The Area of One window will be 1.2 x 1.2 = 1.44m

^{2}
Now what is the total area of all windows in the building?

Its quite simple, having known the area of 1 window as 1.44m

^{2}, we simply multiply 1.44m^{2}by the total number of windows in the building which is 11.
therefore, we have 1.44 x 11 = 15.84m

^{2}
Now we also have 2 smaller (600mm x 600mm) windows in the kitchen and toilet whose

Their areas would be 2(0.6 x 0.6) = 2(0.36) = 0.72

Now lets add 0.72m

^{2}to the total area of windows
= 15.84 + 0.72 = 16.56m

^{2}
=======================================================

Lets also subtract for doors

For doors, height is 2.1m while width is 0.9m

**so what is the total area of one door?**

for the area of a standard 900mm door, we have 0.9 x 2.1 (The height)

i.e. 0.9 x 2.1 = 1.89m

^{2}**How many doors do we have in the building?**

we have 8 doors, so we multiply the area by 8

Therefore the total area for doors in the bungalow would be

1.89 x 8 = 15.12m

^{2}
Total area for doors and windows = 16.2m

^{2}+ 15.12m^{2}= 31.32m^{2}
Deduct the total area of doors and windows from the total area of the building

304.5m

^{2}- 31.32m^{2}= 273.18m^{2}
Having known the total area of the building, lets now get the surface area of one block

**What is the surface area of one block?**

Length of a block is 0.45mm

Height of a Block is 0.225

Area Of Block = 0.225 x 0.45 = 0.10125m

^{2}
The blocks required calculated by this method is 273.18m

^{2}/0.10125 = 2,698 blocks
We Will Now Remove 16.1% of this for bonding space (16/100 = 0.16 x 2698 = 432)

2698 - 432 = 2266 Blocks

Note a difference of about 432 blocks from the other calculations.

Of course you can’t get exactly the numbers you need but the first method is close to it. And calculations are not 100% true because of these factors:

1-The mortar space was not considered

2-Blocks that will be wasted due to breakages E.T.C

So now, I welcome you to ask any question based on what you’ve learned from the post above.

You Can use the comment Box to drop your suggestions and criticisms.

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