adplus-dvertising
frame-decoration

Question

An algorithm is called efficient if it runs in ____________ time on a serial computer.

a.

polynomial

b.

non polynomial

c.

logarithmic

d.

none of the mentioned

Answer: (a).polynomial

Engage with the Community - Add Your Comment

Confused About the Answer? Ask for Details Here.

Know the Explanation? Add it Here.

Q. An algorithm is called efficient if it runs in ____________ time on a serial computer.

Similar Questions

Discover Related MCQs

Q. A problem is called __________ if its has an efficient algorithm for itself.

Q. A formal language is recursive if :

Q. Recursive languages are also known as:

Q. The class of recursive language is known as:

Q. Which of the following was not a part of Chomsky hierarchy ?

Q. According to the rice’s theorem, If P is a non trivial property, Lp is :

Q. Fill in the blank with reference to Rice’s theorem.
For any non-trivial property of __________ no general or effective method can decide whether an algorithm computes it with that property.

Q. Which of the following is incorrect according to rice theorem?
Let S be a set of language hat is non trivial:

Q. Which of the following set of computable functions are decidable?

Q. Which of the following statements are undecidable?
For a given Turing Machine M,

Q. Post Correspondence problem is

Q. State true or false:
Statement: The difference between PCP and MPCP is that in MPCP, a solution is required to start with the first string on each list.

Q. PCP stands for?

Q. Can a Modified PCP problem be reduced to PCP?

Q. Consider three decision problem A, B, C. A is decidable and B is not. Which of the following is a correct option?

Q. If the number of steps required to solve a problem is O(n^k), then the problem is said to be solved in:

Q. The value of constants like p and e can be calculated in:

Q. Which of the following cannot be solved using polynomial time?

Q. The complexity class P consist of all the decision problems that can be solved by ___________using polynomial amount of computation time.

Q. A generalization of P class can be: