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thanks in advanced vs with probability

These two phrases are not directly comparable as they have different meanings and contexts. 'Thanks in advance' is a common expression used to thank someone for a favor or help that is expected in the future. On the other hand, 'with probability' is typically used in mathematical or statistical contexts to indicate the likelihood of an event occurring.

Last updated: March 15, 2024 • 594 views

thanks in advanced

This phrase is incorrect. The correct phrase is 'thanks in advance.'

The correct phrase 'thanks in advance' is used to express gratitude for something that is expected to happen in the future.
  • Jul 11, 2011 ... People keep writing "thanks in advanced" instead, and that really irritates me. I'm sorry, but I can't help it: just knowing that you think there's a ...
  • Aug 12, 2014 ... +1 if we also do this for "thanks in advanced". In that case, please add "BTW, Thanks in advanced" is bad English. – John Saunders Aug 13 '14 ...
  • So I started to remove "Thanks in advanced", which in addition to being inappropriate for Stack Exchange, is a corruption of the English language, and needs to ...
  • Thanks in advanced for your help:) Question: Let A be a 2 x 2 matrix with a11 &# 9578; 0 (a11 not equal to zero) and let α = a12/a11. Show that A.

Alternatives:

  • thanks in advance

with probability

This phrase is correct, especially in mathematical or statistical contexts.

'With probability' is used to indicate the likelihood of an event happening in mathematical or statistical discussions.
  • In probability theory, one says that an event happens almost surely (sometimes abbreviated as a.s.) if it happens with probability one. The concept is analogous ...
  • Making predictions with probability · Making predictions with probability · Constructing probability model from observations · Probability models · Next section:.
  • Conditional probability warmup · Birthday probability problem · Probability with permutations and combinations · Next section: Making decisions with probability.
  • Making predictions with probability · Making predictions with probability · Constructing probability model from observations · Probability models · Next section:.

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