same size

USAGE SUMMARY

The phrase "same size" is correct and usable in written English.
You can use it when you want to describe two things that are the same size or when you are comparing two things. Example: The two apples were the same size.

✓ Grammatically correct

News & Media

Academia

Wiki

Science

Human-verified examples from authoritative sources

Exact Expressions

60 human-written examples

Same size.

The New York Times

They're the same size".

The New York Times

We the same size.

The New Yorker

He's the same size.

The New York Times - Sports

The court's the same size.

The New York Times - Sports

We all have the same size desks.

The New York Times

Competing vans are about the same size.

The New York Times

Brandon, the same size, hits left-handed.

The New York Times

"They're all the same size," he said.

The New York Times - Science

About the same size as Croydon".

The Guardian

Boots, shoes -- we're the same size.

The New York Times

Expert writing Tips

Best practice

When comparing physical objects, ensure you're clear whether you mean volume, area, height, or another specific dimension when you say they are the "same size".

Common error

Avoid assuming "same size" always implies identical volume. Two objects might have the same height but vastly different volumes due to differences in width or depth.

Linguistic Context

The phrase "same size" functions primarily as an adjectival phrase, modifying a noun to indicate that two or more things share similar or identical dimensions. Ludwig provides numerous examples where it's used to describe physical objects, spaces, or even abstract concepts.

Expression frequency: Very common

Frequent in

News & Media

45%

Wiki

25%

Academia

15%

Less common in

Science

10%

Formal & Business

3%

Reference

2%

Ludwig's WRAP-UP

In summary, the phrase "same size" is a versatile and frequently used adjectival phrase that indicates similarity in dimensions. Ludwig AI confirms its grammatical correctness and highlights its prevalence across various contexts, from news and media to academic writing. When using "same size", ensure clarity about which dimensions you're comparing and consider alternatives like "identical dimensions" or "equal in magnitude" for more precise or nuanced communication. Be mindful of the context to best convey your intended meaning.

More alternative expressions

Phrases that express similar concepts, ordered by semantic similarity:

identical dimensions

Emphasizes that the measurements are exactly the same.

equal in magnitude

Focuses on the quantity or extent being the same.

equivalent proportions

Highlights the relative size and scale being consistent.

of a similar scale

Indicates the overall size is alike, but not necessarily exact.

comparable dimensions

Suggests the sizes are close enough to be compared directly.

uniform dimensions

Implies consistency and regularity in size.

matching measurements

Focuses on the act of measuring and finding the same result.

equal footprint

Refers specifically to the area covered being the same.

consistent size

Highlights that the dimensions remain unchanged.

a similar extent

Emphasizes the range or scope is nearly identical.

FAQs

How can I use "same size" in a sentence?

You can use "same size" to compare objects or spaces, indicating they share a dimension. For example, "The two boxes are the same size" or "Our apartments are roughly the same size".

What is an alternative to saying "same size"?

Depending on the context, you can use alternatives like "identical dimensions", "equal in magnitude", or "similar scale".

Which is more accurate, "same size" or "equal size"?

Both "same size" and "equal size" are generally acceptable and interchangeable. "Same size" is perhaps slightly more common in everyday language.

How does "same size" compare to "similar size"?

"Same size" implies a higher degree of precision and similarity than "similar size". Something of a "similar size" might be only approximately the same, while something of the "same size" should be nearly or exactly identical.