🏆 Contest Gcash 50 Pesos #26

[Phi_Jmee]

Rules:

• Unlimited Answer but 1 Answer per Comment
• No edited answer
• Wrong spelling is wrong

Unang Tamang Sagot, PANALO!

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Last game for this week

 

[Bruce-Wayne]

225 tiles

220

 

[Beatriz9]

Grabe, paldo

 

[Phi_Jmee]

225 tiles

220

hula

 

[Bruce-Wayne]

300

 

[Phi_Jmee]

Grabe, paldo

paldo mga winner

 

[Bruce-Wayne]

250

215

 

[Beatriz9]

225 tiles

220

mali po yung 225 ?

 

[Darknel_SQL]

Step 1: Convert Measurements to Centimeters​

• Height of the room: 3 meters = 300 cm
• Length of each side of the room: 1.5 meters = 150 cm

Step 2: Calculate the Area of the Floor​

The floor is a square with each side measuring 150 cm.

\text{Area of the floor} = 150 \text{cm} \times 150 \text{cm} = 22,500 \text{cm}^2

Step 3: Calculate the Area of the Walls​

Each wall is a rectangle with a height of 300 cm and a width of 150 cm. There are 4 walls.

\text{Area of one wall} = 300 \text{cm} \times 150 \text{cm} = 45,000 \text{cm}^2

\text{Total area of the walls} = 4 \times 45,000 \text{cm}^2 = 180,000 \text{cm}^2

Step 4: Calculate the Total Area to be Tiled​

Add the area of the floor and the area of the walls.

\text{Total area to be tiled} = 22,500 \text{cm}^2 + 180,000 \text{cm}^2 = 202,500 \text{cm}^2

Step 5: Calculate the Area of One Tile​

Each tile is 30 cm x 30 cm.

\text{Area of one tile} = 30 \text{cm} \times 30 \text{cm} = 900 \text{cm}^2

Step 6: Calculate the Number of Tiles Needed​

Divide the total area to be tiled by the area of one tile.

\text{Number of tiles} = \frac{202,500 \text{cm}^2}{900 \text{cm}^2} = 225

Therefore, 225 tiles are needed to tile the entire room, including the floor and all four walls.

225

 

[Bruce-Wayne]

225 po yaaaaaan huhuh

 

[Phi_Jmee]

mali po yung 225 ?

tama yan idol. gusto niya yang solving eh

 

[Bruce-Wayne]

master pa sleep mo na ako may quiz pa ako bukas hahahahah

 

[Phi_Jmee]

225 po yaaaaaan huhuh

isa pang 225 hahahhaah

 

[Bruce-Wayne]

hahahahahaha thnaks master paps sir

tama yan idol. gusto niya yang solving eh

 

[Arnold_Fist]

12

 

[GilSphinx]

You will need approximately 225 tiles to cover the flooring and the four walls of the room.

 

[Phc_aiah]

350

 

[Bruce-Wayne]

You will need approximately 225 tiles to cover the flooring and the four walls of the room.

true

 

[Beatriz9]

true

weee ? dingaa ?? charr haha congrats puu

 

[Phi_Jmee]

Step 1: Convert Measurements to Centimeters​

• Height of the room: 3 meters = 300 cm
• Length of each side of the room: 1.5 meters = 150 cm

Step 2: Calculate the Area of the Floor​

The floor is a square with each side measuring 150 cm.

\text{Area of the floor} = 150 \text{cm} \times 150 \text{cm} = 22,500 \text{cm}^2

Step 3: Calculate the Area of the Walls​

Each wall is a rectangle with a height of 300 cm and a width of 150 cm. There are 4 walls.

\text{Area of one wall} = 300 \text{cm} \times 150 \text{cm} = 45,000 \text{cm}^2

\text{Total area of the walls} = 4 \times 45,000 \text{cm}^2 = 180,000 \text{cm}^2

Step 4: Calculate the Total Area to be Tiled​

Add the area of the floor and the area of the walls.

\text{Total area to be tiled} = 22,500 \text{cm}^2 + 180,000 \text{cm}^2 = 202,500 \text{cm}^2

Step 5: Calculate the Area of One Tile​

Each tile is 30 cm x 30 cm.

\text{Area of one tile} = 30 \text{cm} \times 30 \text{cm} = 900 \text{cm}^2

Step 6: Calculate the Number of Tiles Needed​

Divide the total area to be tiled by the area of one tile.

\text{Number of tiles} = \frac{202,500 \text{cm}^2}{900 \text{cm}^2} = 225

Therefore, 225 tiles are needed to tile the entire room, including the floor and all four walls.

225

may paganito pa ako nga nag isip lang