Draw a floor Pallers on a
cardboard size - 8x8 cm
Answers
Answer:
bhai draw it na
Step-by-step explanation:
Step-by-step explanation:
1 . Take corner to corner wall measurements around the room. Run a tape measure from corner to corner on top of the baseboard (if there is one) or along the floor (if there isn’t a baseboard). If there are many obstructions (furniture, etc.) against the walls, you can instead use a stepladder and measure along the ceiling. It’s easier to work with a helper (to hold the end of the tape), especially in a larger room or when you need precise measurements.[1]
2. Add the room measurements to a rough sketch of the room. Skip the ruler or graph paper and feel free to just use a pencil and blank paper. If you’re measuring a basic rectangular room, simply jot down your 4 measurements next to the corresponding walls. If the room has bump-outs for a closet, an angled corner, etc., add those measurements as well in the appropriate spot. [2]
Write down feet/inches measurements in the form 11’ 6” or 10’ 3¼”, and metric measurements in the form 4.5m or 6.25m.
3. Convert your measurements with a scale ruler for precision. A scale ruler (or architect’s scale) looks like a triangular-shaped ruler and can adjust measurements to your preferred scale quickly. The different sides of the scale are marked with different common scale ratios—for instance, ¼” = 1’, which is common for architectural drawings. Once you find the side with your preferred ratio, simply do the following:[3]
Lay that side of the ruler on your paper.
Draw a line on the paper between the zero mark on the ruler and the number mark on the ruler that matches the length of the wall you’re drawing (e.g. 11’).
The line will automatically be at a ¼” = 1’ scale, meaning it will be 2 ¾” long to represent an 11’ long wall.
4. Use a “one square equals one foot” scale on graph paper for simplicity. If you don't have a scale ruler, a typical 8 in × 10.5 in (20 cm × 27 cm) sheet of graph paper with a grid of .25 in (0.64 cm) squares will work just fine. At this size, you’ll find approximately 41 squares running along the long side of the paper, and 31 squares on the short side. So as long as the room isn't bigger than 40 ft × 30 ft (12.2 m × 9.1 m)), a single square can represent one square foot.
This ¼” = 1’ scale (also represented by the ratio 1:48) is very common in architectural measurements in the U.S.[4]
5. Maximize the plan’s size on the graph paper, if desired (feet/inches example). If your graph paper is 41 by 31 squares, reduce it to 39 by 29 to provide some space around the edges of the paper. If your room is a square or rectangle, round the measurements up to the next whole foot (e.g., 10’ 2” by 8’ 6” as 11’ by 9’) . If it isn’t, determine the smallest square/rectangle (rounded up to whole feet) that the entire room would fit into. Then:
Multiply the square/rectangle measurements (e.g., 11’ and 9’) by 2, 3, 4, and 6. In this case, you’ll get 22’ by 18’, 33’ by 27’, 44’ by 36’, and 66’ by 54’.
Use the pair of multiplied numbers that is closest to 39 by 29 (the graph paper parameters) without going over. In this case, it is 33’ by 27’ (the multiple of 3).
Since the multiple of 3 fit the parameters, draw your plan so that 3 squares equals 1 foot—which also means 1 square equals 4 inches, or a 1:16 ratio.
I hope this answer is help you .....
please do the Brianliest first......