Here are a couple of statements starting with the pronoun 'whose':
'Whose' is an extremely difficult word with which to begin a statement.
'Whose' is the possessive case of 'who' or 'which'; it almost always begins a question.
Yes it is. ex. of usage: Whose shirt is this?
Sure. Am I wrong? That is an example. Am I interrupting something? That is another. Well, that is not strictly true, that is starting a question with 'Am', okay a question is a type of sentence. But you cannot start a statement with 'Am', the word should be spelt I'm.
an analogical statement is a statement that compares, or makes an analogy of, something and something else
The word 'whose' is not a noun.The word 'whose' is a pronoun, a word that takes the place of a noun in a sentence.The pronoun 'whose' is a possessive interrogative pronoun, a word that introduces a question. The pronoun 'whose' takes the place of the noun that answers the question.The pronoun 'whose' is a possessive relative pronoun, a word that introduces a relative clause, a group of words that gives information about its antecedent.Example functions:Whose bicycle are you riding? I borrowed the bicycle from Sam.interrogative pronoun, the bicycle belonging to SamThe man whose mailbox I hit was very nice about it. relative pronoun, the mailbox belonging to the man
'to shout'.
usually
There is no second statement whose equivalence needs to be checked.
a
We don't know whose statement you ask about.
No. A compound word is formed from two separate words. In the word statement, "state" is a separate word, but "ment" is not a separate word.
Well, you actually can. Ex. No, I do not like chocolate. Ex. No, the sky isn't green.
An axiom
Yes, the word 'whose' is the possessive form of the interrogative/relative pronoun "who." For example: "Whose book is that?" or "Timmy, whose pants had fallen down, was embarrassed."
There is no second statement whose equivalence needs to be checked.
To start a hypothesis statement, identify the variables being studied and make a prediction about how they are related.
The part of a conditional statement that follows the word 'then' is the conclusion.
They are triangles whose three sides are equal in length and whose three interior angles are equal in measure.