proportional to size of vs probability of the more likely symbol

The two phrases are not directly comparable as they convey different meanings. 'Proportional to size of' is used to indicate a relationship between two quantities, while 'probability of the more likely symbol' is used to discuss the likelihood of an event. They serve different purposes and cannot be interchanged.

Last updated: March 17, 2024 • 777 views

proportional to size of

This phrase is correct and commonly used in English to indicate a relationship between two quantities based on their sizes.

This phrase is used to describe how one quantity changes in relation to the size of another quantity. It is often used in mathematical or scientific contexts.

Examples:

The cost of the project is proportional to the size of the team.
The force of gravity is proportional to the size of the mass.
The energy consumption is proportional to the size of the building.
The speed of the car is proportional to the size of the engine.
The amount of paint needed is proportional to the size of the wall.

Show examples from the web [+]

A random sample 23 units out of 69 units were selected with probability proportional to size of the unit (compartment) from a forest area in U.P. The total area of ...
sampling with probability proportional to size of this variable can dramatically reduce the variability of the estimated total. The idea is to select each unit on the ...
with probability proportional to size, of 0.00027. Its fellow member of the pair at the end of the ordered list had a relative bias of about the same magnitude but of ...
sampling with probability proportional to size of this variable can dramatically reduce the variability of the estimated total. The idea is to select each unit on the ...

probability of the more likely symbol

This phrase is correct and can be used in contexts where the likelihood of an event or outcome is being discussed, particularly in statistics or probability theory.

This phrase is used to refer to the likelihood of a specific symbol or outcome being chosen or observed when multiple options are available. It is commonly used in statistical analysis or probability calculations.

Examples:

The probability of the more likely symbol being selected is higher.
In this scenario, the probability of the more likely symbol is 0.8.
When rolling a fair die, the probability of the more likely symbol is 1/6.
The probability of the more likely symbol occurring is significant.
Calculating the probability of the more likely symbol helps in decision-making.

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proportional to size of vs probability of the more likely symbol