Can it be achievable to discover a "Common formulation" that generates and generalizes all odd Collatz quantities?
is suitable to me nevertheless it talks about a unique tense than "has"/"have" as proven by the current tense verb "looking at":
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has equally singular and plural reference, but when neither is express while in the linguistic context, singular concord could be the unmarked expression. As a result, Despite the fact that a number of voices are heard outdoors, the normal dilemma will be Who's there?
But in the event the speaker is anticipating just a plural respond to, then the speaker could utilize a plural override when forming their dilemma -- but usually that isn't compulsory, and usually the speaker can still utilize the default singular of their issue.
It is actually in truth mine. Devoid of working with "which" I would say "I don't know the original language", so since there was multiple solution, I wished to use "which".
Whenever we listen to knocking on the door we inquire this question: Who is knocking within the doorway? Mainly because there have to be one particular at the very least and there could be much more. And because issues constantly arrive ahead of solutions and we don't know if The solution subject matter will likely be plural it is more correct to utilize the singular sort.
In the event the verb implies a plural topic (an motion one will not normally do by themselves) I will both leave the unspecified who
@JasonBassford First sentence was "I don't know which which is the toughest exam in the world is the first language" or "I don't know which the first language is".
Disclaimer: I will not really reference resources, I'm natively English and hail from the United kingdom itself as a result I am making use of my very own knowledge of my own language to answer.
Having said that, a plural verb could possibly be employed if other text while in the sentence show that a plural issue is anticipated in the answer (
I wouldn't normally say, "he traveled to U.s. of The usa" (fully leaving off the term "the"), much like I in all probability would not be very likely to say "he traveled to Hawaiian islands" or "he traveled to Twin Cities".
Could it be attainable to discover a "Common system" that generates and generalizes all odd Collatz numbers?
isn't used that way in everyday communication, and sounds strange to a local speaker. For those who were being in certain location wherever during the In the meantime