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What is the simple subject of The plane leaves early and arrives late?
Wiki User
∙ 13y ago
Plane.
Wiki User
∙ 13y ago
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What is the Negative of the train usually arrives early?
There are a few possible answers: The train rarely arrives early. The train usually arrives late. The train usually leaves late. The train rarely leaves early.
What is the simple subject in the sentence He traded with the early settlers?
The simple subject is "He". That is also the complete subject. Everything else is the complete predicate.
What is the simple subject early morning is a good time to look for shells?
Subject: time
What is the simple subject in the sentence The early morning is a busy time for postal workers?
Morning.
What is ths simple subject of The early morning is a busy time for the school principal?
Principal
Why do early men were leaves?
early men wore leaves because, there were no clothes in that time.
Do trees drop leaves in an order?
Leaves dont fall in any order because those leaves ehich wither away early fall early than other leaves.
What is the simple predicate of 'one film from early times showed only a sneeze'?
The simple predicate is "showed." It is the verb that describes the action performed by the subject of the sentence.
What are the best months for climbing Mount Everest?
The best time of year to climb Mount Everest is in April, May and early June before the monsoon arrives.
What is the early arrival?
Generally speaking the term of early arrival pertains to an airline flight that arrives to its destination before schedule. In the US, late arrivals are more common than early ones.
When do the trees first bud in Northern Minnesota?
It depends on how harsh the Winter was and how early Spring weather arrives, but the trees usually start showing buds in April or early May.
If the Probability that a train arrives early is 0.09 probability late is 0.4 What is the probability it arrives on time?
The train can be either early, on time or late. The total probability must be 1. Thus: pr(early) + pr(on_time) + pr(late) = 1 0.09 + pr(on_time) + 0.4 = 1 => pr(on_time) = 1 - 0.4 - 0.09 = 0.51 Probability of being on time is 0.51
