Want this question answered?
Urine production stays the same but the volume of extracellular fluid increases thus, the extracellular osmolarity decreases.
If you have a large jar filled with mercury and a small jar filled with water, then the mercury has more volume than the water. If the water is in the large jar, then the water has more volume than the mercury.
That depends on the substance that the kilogram is made of. A kilogram of air has a large volume. A kilogram of water has a medium volume. A kilogram of lead or stones has a small volume.
The volume of the undigested food decreases as it passes through the large intestine. As the colon absorbs excess water from undigested food waste, the volume of that waste decreases.
Fill a beaker or measuring cylinder with water and record the volume of water indicated. Put the rock in the beaker/measuring cylinder and record the new volume of water indicated. The difference between the two volumes is the volume of the rock.
A tsunami can happen if a large volume of water is suddenly displaced by an undersea earthquake.
A tsunami can happen if a large volume of water is suddenly displaced by an undersea earthquake.
Yes, a drought can affect paper production. Drought conditions can lead to water scarcity, which can impact the availability and quality of water needed for paper production processes, such as pulp manufacturing and paper recycling. This can result in lower paper production or increased costs for water-intensive processes in regions experiencing drought.
Urine production stays the same but the volume of extracellular fluid increases thus, the extracellular osmolarity decreases.
For the production of one piece of A4-paper 10 litres of water is used. I found this on http://www.waterfootprint.org/page=files/productgallery&product=paper
The formula is: [ Volume = 0 ].A 'plane figure' has no volume. That's any figure that you can draw on paper,and those can't hold water. It takes volume to hold water, and volume takesthree dimensions.
The easiest way to find the volume of irregular objects is to use water displacement Fill a beaker or other container with water and place the paper clip in the water. The amount the water level rises is the volume of the paper clip. Of course because a paper clip is so small you would either need to use highly accurate measuring devices or place enough paperclips in the water that there is a noticeable change in water level. you would then divide the change in water level by the number of paperclips you put in to get the average volume of a single paper clip.
Fill a flask to the brim with water. Put the flask in another container. Drop the paper clip gently into the flask. Some water will be displaced into the outer container. Measure the volume of this displaced water. It might me more accurate to do this with several paper clips at a time and calculate the average volume.
When drinkable water production does not meet the demand for drinkable water. usually caused by a large world population but can be solved by increasing production of water purification and desalination plants.
The use of paper spread from China through the Islamic world and entered production in medieval Europe in the 13th century, where the first water-powered paper mills were built and mechanization of paper making began.
There are a couple of ways to find the volume of a small paper clip, depending on the desired accuracy and available tools. Here are two options: Method 1: Water Displacement This is a simple method that uses the principle that the volume of water displaced by an object is equal to the object's volume. Materials: Graduated cylinder Water Small container (beaker or cup) Paper clip Steps: Fill the graduated cylinder with water and record the initial water level (V1). Place the small container in a larger container of water to catch any spills. Carefully place the paper clip in the small container submerged completely. The water level in the graduated cylinder will rise. Record the new water level (V2). The volume of the paper clip (Vpaperclip) is equal to the difference between the initial and final water levels: Vpaperclip = V2 - V1 Method 2: Geometric Approximation Paper clips come in various shapes, but a common one resembles a double helix. We can approximate the volume by considering it as two cylinders connected together. Materials: Ruler Calculator Steps: Measure the diameter (d) of the paper clip wire using the ruler. Measure the length (l) of a single loop of the paper clip. The volume of a single cylinder (Vcylinder) can be calculated using the formula for the volume of a cylinder: Vcylinder = π * (d/2)² * l Since there are two loops, the total volume (Vpaperclip) of the paper clip is approximately: Vpaperclip ≈ 2 * Vcylinder Note: Method 1 provides a more accurate measurement of the paper clip's volume. Method 2 is an estimation and may not be as accurate, especially for complex paper clip shapes. The accuracy of both methods depends on the precision of your measurements. For a small paper clip, the volume is expected to be in the range of cubic millimeters (mm³).
If you have a large jar filled with mercury and a small jar filled with water, then the mercury has more volume than the water. If the water is in the large jar, then the water has more volume than the mercury.