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The sentence "Your statement is correct" is grammatically correct and commonly used in written English
It can be used in various situations to indicate that someone's statement or claim is true, accurate, or valid. Here is an example: "After careful analysis, we have determined that your statement is correct and we will proceed with implementing your suggestion in the project."
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I'm not going to use this space to debate the environmental repercussions of every conceivable food choice -- it took Michael Pollan two books to do just that -- but the information fueling your friend's snarky statement is correct: Adopting a vegetarian diet is indeed one of the most effective ways to slash your ecological footprint.
Don't try to take back your original statement completely if the statement is correct.
"The Israeli president's statement is correct.
The statement is correct but incomplete.
The first part of this statement is correct, but the second isn't.
Addressing this, City's said: "The Premier League statement is correct but was a very specific, legal phrasing.
Yet the PNAS 2010 paper that Steve Schneider co-authored shows that 97-98% of the most influential climate scientists think the IPCC-like attribution statement is correct.
But by refusing to disclose the underlying data even to members of Congress, the administration is making it impossible for anyone to judge, independently, whether that statement is correct.
He not only has a 2012 Australian Financial Review front page which has Toyota calling for industrial relations reform but a submission from Toyota to the Productivity Commission suggesting industrial relations as a potential area of reform Today's report as it related to the content of the discussion was correct and Toyota's statement is correct.
3) The following statement is correct < F is the first and the seventh letter of this sentence.> Using the sentence above as a model, fill in the gap in the following sentence to make it correct: <C is the first and the letter of this sentence.> I'll be back at 5pm with the answer.
Assume that the statement is correct for all groups from classes (EG_{alpha }, alpha < beta ) for some ordinal (beta).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com