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The relationship that exists between a homogeneous mixture and the number of phases in the mixture is one phase.
Given that there is a relationship exists between a homogeneous mixture and the number of phases in the mixture.
We are required to tell the name of the relationship that exists between a homogenous mixture and the number of phases in the mixture.
A homogeneous mixture is basically a gaseous, liquid or solid mixture that has the same proportions of its components throughout a given sample.
The name of the relationship is one phase.
A phase is basically a relationship between the cycles of different periodic waves.
Hence the relationship that exists between a homogeneous mixture and the number of phases in the mixture is one phase.
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Hi, was there supposed to be a picture? And if you still need help just contact me
The strength of the electric field (E) at the position indicated by the dot can be obtained with the formula: E = F/q where;
F = Force exerted per unit and
q = Positive electric charge at that point.
<h3>What is the Strength of an Electric Field?</h3>
The strength of an electric field, E refers to the force exerted per unit positive charge. It is indicated by the formula: E = F/q. Its SI unit is Newton per Coulomb or Volts per Meter (V/M).
Note that the strength of an electric field is strongest where the lines are close and weakest when the lines are further apart.
The complete question is not provided but the above formula can be used in arriving at the answer.
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For a monopolist, if price is above average total cost, the monopolist is:
- Earning positive or economic profit
<h3>What is positive profit?</h3>
A positive profit is earned when the revenue being made surpasses what is normal on the competitive scale. The cost of production is covered and surpassed in this case.
So when the monopolist fixes his price above the total cost, he will earn a positive profit.
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