Which is the best previous year question paper?

It is highly recommended for all the candidates to practice Previous Year Papers who want to clear this exam in the first attempt with a good score.

Which is the best question paper for JEE Main previous year?

Hence, to clear this exam, JEE Main Previous Year Question Papers play a major role. It is highly recommended for all the candidates to practice Previous Year Papers who want to clear this exam in the first attempt with a good score.

Is the number of questions in JEE Advanced fixed?

The number of questions in JEE Advanced is not fixed. They vary every year. So, maximum marks cannot be defined. From the previous years’ analysis, here we have inferred the marking scheme of JEE Advanced Pattern 2021. Candidates can check the expected marking scheme from the table below:

What are some practice questions for number series?

Number Series Practice Questions we will see various questions on concepts like Perfect Square Series , Perfect Cube Series, Geometric Series etc. The following section of Number Series Practice Questions will let you ascertain and check your level of understanding of the concepts of this chapter.

Are there years to ask questions and years to find answers?

As one advances in this uncertain, sometimes chaotic but always wonderful ocean that is our life cycle, you realize that you have years to make questions and years to find the answers. In the end, maybe that saying is true.

Where can I find the previous year’s JEE Main questions?

Find the permutation and combination questions from the previous years of IIT JEE Main in this article along with a detailed solution for each question. These questions include all the important concepts and formulae. Question 1: A letter lock consists of three rings, each marked with ten different letters.

When do you think you have all the answers?

To give everything a meaning, everything that surrounds or troubles us. “When we thought that we had all the answers, suddenly, they changed the questions.” The questions that a teenager may ask about the mysteries of their existence will not be the same ones of someone who is in their forties.

Which is the required number for Question 4?

Hence, required number = 5 + 20 + 60 + 120 + 120 = 325. Question 4: Prove that if each of the ‘m’ points in one straight line is joined to each of the n points on the other straight line, excluding the points on the given two lines. The number of points of intersection of these lines is