Would 0.85 grams float sink or remain suspended in tap water
It float according tooo myyyyyy calculations 🙀🙀🙀🙀🙀😿😿😿😿😿😿😿🙀🙀🙀🙀🙀🙀🙀😺😺😺😺😺😺😺
0.85 grams of what? Fe will sink. Cork it will float. I don't believe you copied the problem correctly.
To determine whether 0.85 grams would float, sink, or remain suspended in tap water, we need to compare the density of the object with the density of the water.
Density is defined as the mass of an object divided by its volume. If the density of the object is less than the density of the water, it will float. If the density is greater, it will sink. If the densities are similar, it may remain suspended or float partially submerged.
To determine the density of 0.85 grams, we also need to know the volume of the object. Without the object's volume, we cannot accurately determine whether it will float, sink, or remain suspended.
To determine whether 0.85 grams of a substance would float, sink, or remain suspended in tap water, you need to consider its density compared to the density of water.
Density is the measure of mass per unit volume. If the density of a substance is less than the density of water, it will float on the water surface. If the density is greater, it will sink, and if it is equal, it will stay suspended at a certain level in the water.
To find the density of 0.85 grams, you need additional information such as the volume of the substance.
Once you have the volume, divide the mass (0.85 grams) by the volume (in cubic centimeters) to calculate the density.
For example, if the volume is 1 cubic centimeter, the density would be 0.85 grams per cubic centimeter.
Next, you need the density of water. The density of pure water is approximately 1 gram per cubic centimeter at room temperature.
Now, compare the density of the substance (0.85 g/cm³) with the density of water (1 g/cm³). If the substance's density is less than 1 g/cm³, it will float. If it is greater, it will sink. If the densities are equal, it will remain suspended at a certain level in the water.
So, without knowing the volume or density of the substance, we cannot determine whether 0.85 grams will float, sink, or remain suspended in tap water.