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Chapter 18: Problem 22

Can you use the copy template function with vector containers, even though copy requires forward iterators and vector has random access iterators?

Short Answer

Expert verified
Answer: Yes, we can use the copy template function with vector containers as random access iterators are a superset of forward iterators, meaning they include the functionalities of forward iterators.

Step by step solution

01

1. Understand forward iterators and random access iterators

Forward iterators are a type of iterators that can move forward in a container. They provide the essential functionality of moving to the next element, dereference, and comparison. Random access iterators are a more advanced type of iterators, which, along with the functionalities provided by forward iterators, allow accessing elements at an arbitrary offset position relative to the current one.
02

2. Relationship between forward iterators and random access iterators

Random access iterators are a superset of forward iterators. This means that any operation that can be performed using a forward iterator can also be performed using a random access iterator. As a result, if a function accepts a forward iterator as an argument, it can also accept a random access iterator.
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3. Apply the copy function with vector container

Since random access iterators are a superset of forward iterators, they can be used wherever forward iterators are required. Therefore, the copy function can be used with vector containers, as vector containers have random access iterators, which provide all the basic functionalities required by forward iterators. In conclusion, it is possible to use the copy template function with vector containers, despite the fact that copy requires forward iterators, because vector has random access iterators, which include the functionalities of forward iterators.

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Most popular questions from this chapter

Which of the template classes slist, list, vector, and deque have random access iterators?

If \(p\) is an iterator for a vector object \(v,\) what is \(* p ?\)

Suppose \(v\) is a vector of ints. Write a for loop that outputs all the elements of \(v,\) except for the first element.

Which of the template classes slist, list, vector, and deque can have mutable iterators?

Show that for any two bases \(a\) and \(b\) for logarithms, if \(a\) and \(b\) are both greater than \(1,\) then there is a constant \(c\) such that \(\log _{a} N \leq c\left(\log _{b} N\right)\) Thus, there is no need to specify a base in \(\mathrm{O}(\log N) .\) That is, \(\mathrm{O}\left(\log _{a} N\right)\) and \(\mathrm{O}\left(\log _{b} \mathrm{N}\right)\) mean the same thing.
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