to size of vs and is inverse proportional

These two phrases are not directly comparable as they serve different purposes. "To size of" is incorrect and should be replaced with "to the size of." On the other hand, "and is inversely proportional" is a correct phrase used to describe a relationship between two variables.

Last updated: March 15, 2024 • 678 views

to size of

This phrase is incorrect. It should be "to the size of."

The correct phrase is "to the size of," which is used to compare something to the extent or magnitude of a particular size.

Show examples from the web [+]

LA woman's ovary swells to size of grapefruit after freezing eggs. Published July 07, 2015. FoxNews.com. Facebook0 Twitter0 livefyre12 Email Print. Rox661.jpg.
Fit to size of Text. In order to make a Rect Transform with a Text component on it fit the text content, add a Content Size Fitter component to the same Game ...
May 13, 2015 ... Timing key to size of UBS forex penalties. FT Reporters. Share. Print; Clip; Gift Article. Comments. The logo of UBS AG is displayed at the ...
Study Shows Bluefin Tuna Going Hungry Due to Size of Prey, not Abundance. June 23, 2015 College News. Maine coast Bluefin tuna are going hungry in a sea ...

Alternatives:

to the size of

and is inverse proportional

This phrase is correct and commonly used to describe a relationship where one variable decreases as the other variable increases.

"And is inversely proportional" is used to indicate that two variables have an inverse relationship, meaning when one variable increases, the other decreases.

Show examples from the web [+]

Feb 13, 2012 ... ... the object and the observation plane, and is inverse proportional to the maximal illuminated dimension of the object parallel to the direction.
The probability that the correlation spreads distance r is proportional to (1 – q)r ≈ exp(–qr), and hence the correlation length is finite and is inverse proportional ...
and is inverse proportional to the maximal illuminated dimension of the object parallel to the direction. In addition, the shapes of the speckle of the rough objects ...
and is inverse-proportional to sample size N. The upper bound of the variance of ∇τ ̂J(ρ) is twice larger than that of ∇η ̂J(ρ). When T goes to infinity, (1 − γT ) ...

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to size of vs and is inverse proportional

to size of

and is inverse proportional

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