# Recent questions tagged floor

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Draw, to scale 1:50, a section A-A through the middle of the dwelling
Draw, to scale 1:50, a section A-A through the middle of the dwelling \begin{aligned} &amp;\text { Draw, to scale 1:50, a section A-A through the middle of the dwelling. } \\ &amp;\text { Indicate the following speci ...
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A rectangular floor is completely covered with tiles. There are 26 tiles along its length and 15 tiles along its width. How many tiles are there altogether in the room?
A rectangular floor is completely covered with tiles. There are 26 tiles along its length and 15 tiles along its width. How many tiles are there altogether in the room?A rectangular floor is completely covered with tiles. There are 26 tiles along its length and 15 tiles along its width. How many tiles are there altog ...
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A square floor of classroom is completely covered with tiles. The length of square room is covered by 26 tiles. Also number of tiles along its each boundary is 26. How many tiles are there in the class room.A square floor of classroom is completely covered with tiles. The length of square room is covered by 26 tiles. Also number of tiles along its each bo ...
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The tiled floor of the school hall measures $20 \mathrm{~m} \times 16 \mathrm{~m}$. What is the area of the floor?
The tiled floor of the school hall measures $20 \mathrm{~m} \times 16 \mathrm{~m}$. What is the area of the floor?The tiled floor of the school hall measures $20 \mathrm{~m} \times 16 \mathrm{~m}$. What is the area of the floor? ...
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Dark tiles (D) and light tiles (L) are used to create patterns on a floor. The first four patterns are shown below. For the patterns that follow the tiles are arranged in a similar manner. Dark tiles (D) and light tiles (L) are used to create patterns on a floor. The first four patterns are shown below. For the patterns that follow the ...
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Calculate the floor price of the most expensive fridge she can afford.
Calculate the floor price of the most expensive fridge she can afford.Gladys needs to buy a fridge. She has enough cash for an R800 deposit. She can afford to pay R150 per month towards the fridge. The appliance shop she ...
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A student drops a piece of apparatus with a mass of 5kg from a height of 2m to the floor. What is the change of potential energy?
A student drops a piece of apparatus with a mass of 5kg from a height of 2m to the floor. What is the change of potential energy?A student drops a piece of apparatus with a mass of 5kg from a height of 2m to the floor. What is the change of potential energy? ...
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Answer by writing down the letter (A–D) of the correct elevation.
Answer by writing down the letter (A–D) of the correct elevation. Answer by writing down&nbsp; the letter (A&ndash;D) of the correct elevation. a.&nbsp;&nbsp;&nbsp;&nbsp;Which ONE of the diagrams above ...
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he dance floor on the diagram measures 5,5 cm across. Use the given scale to calculate the length of the dance floor in reality.
he dance floor on the diagram measures 5,5 cm across. Use the given scale to calculate the length of the dance floor in reality. 1 The dance floor on the diagram measures 5,5 cm across. Use the given scale to calculate the length of the dance floor in reality. 2 Give the ...
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1. Identify the room labelled A. 2. Give the general direction of the kitchen from the front door.
1. Identify the room labelled A. 2. Give the general direction of the kitchen from the front door. 1. Identify the&nbsp;room &nbsp;labelled A. 2. Give the general direction of the kitchen from the front door. 3. The measured width of th ...
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What are Floor and Ceiling Functions?
What are Floor and Ceiling Functions?What are Floor and Ceiling Functions? ...
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What are the Archimedean Properties of $\mathbb{Z}$ in $\mathbb{R}$?
What are the Archimedean Properties of $\mathbb{Z}$ in $\mathbb{R}$?What are the Archimedean Properties of $\mathbb{Z}$ in $\mathbb{R}$? ...
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What are Floor and Ceiling Functions?
What are the Floor and Ceiling Properties of $\mathbb{Z}$ in $\mathbb{R}$?
What are the Floor and Ceiling Properties of $\mathbb{Z}$ in $\mathbb{R}$?What are the Floor and Ceiling Properties of $\mathbb{Z}$ in $\mathbb{R}$? ...