answersLogoWhite

0

Is must a generalization word

Updated: 8/20/2019
User Avatar

Wiki User

11y ago

Best Answer

No must is a modal auxiliary verb. Must shows strong obligation:

You must see Jon = it is important you see Jon.

Must is always followed by a verb:

must go, must have, must do, etc

User Avatar

Wiki User

11y ago
This answer is:
User Avatar

Add your answer:

Earn +20 pts
Q: Is must a generalization word
Write your answer...
Submit
Still have questions?
magnify glass
imp
Related questions

Is the word are a clue word to a generalization?

yes the word are is a generalization


Use generalization in a sentence?

The word "generalization" is the noun form of the word "generalize. " An example of a sentence using the word "generalization" is "Their theory is a broad generalization that doesn't always hold true. "


What is information that supports a generalization and starts with 'ev'?

A word for information that supports a a generalization and starts with 'ev' is 'evidence'.


What are the ten generalization of word stress?

ambot


What is an another word for inductive reasoning?

Generalization


What is a sentence using the word generalization?

We used the method of generalization to know who had red hair and who didn't by first glance.


What word can signal that a generalization is being used?

Always


Is the word generalization of a greek origin?

No, it comes from the Middle English.


Is clearly a clue word for a generalization?

I wouldn't say it is. It's more of a conclusion word for a paragraph or essay.


Which of these is an example of a hasty generalization?

My classmate's house is big, so his family must be rich :) (Hasty generalization is a claim that, as it may seem fact at first, can be quickly and easily disproved) Apex :)


How can you show a generalization is correct?

No. A generalization cannot be proved correct. Even this generalization about a generalization could be incorrect. Anywho, and generalization could never be proven correct.


How can you show generalization is correct?

No. A generalization cannot be proved correct. Even this generalization about a generalization could be incorrect. Anywho, and generalization could never be proven correct.