315 chairs are to be organised around tables for an event.The organisers want to arrange the same number of chairs around each table.However, there should not be more than 10 or less than 3 chairs around each table.Question promptHow many different arrangements are possible?Question response areaSelect one option4689

Question:-Nine chairs are numbered 1 to 9. Three women and four men wish to occupy one chair each. First the women chose the chairs from amongst the chair marked 1 to 5; and then the men select the chairs from amongst the remaining. The number of possible arrangements isChoices:- 5C3 × 4C2 5C2 × 4P3 5C3 × 6C4 None of these

Each of two women and three men is to occupy one chair out of eight chairs, each of which is numbered from one to eight. First , women are to occupy any two chairs from those numbered one to four, and then the three men would occupy any three chairs out of the remaining six chairs. What is the maximum number of different ways in which this can be done ?Options3660132401440

Select the correct answerCertain number of chairs (more than 5) are placed around the circular table, facing towards the centre. Some of the chairs are vacant and some chairs are occupied by person. Distance between 2 chair placed adjacent to each other is in consecutive multiplies of 3 metres, when we move in clockwise direction, starting from the chair of person A. Circumference of the circle is 189 meters.A is sitting on the chair 2nd to the left of the chair of F, who is sitting on the chair to the immediate left of P. Only 1 chair is placed between the chair of A and chair of M, who is sitting on the chair to the immediate right of N. B is sitting on the chair neither adjacent to A nor adjacent to P.How many chairs are placed around the table?Options68Cannot be determined97

Select the correct answerStudy the following information and answer the given questions Sixteen chairs are seated around two concentric circular tables, containing equal number of chairs in each. There is equal distance between consecutive chairs on each table. Some people are facing inward while others are facing outward. Two seats in each table are vacant. 4 chairs (2 on outer table and 2 on inner table) each are along the same line. Note: 2 people facing same direction means either both are facing inside or both are facing outside. 2 people facing opposite direction means if one is facing inward, the other is facing outwards and vice versa Three chairs are arranged between K and H. Adjacent seats of H are vacant. P and A sit on different tables and face opposite directions. On the outer table where P is sitting, P is the one closest to A. E, who faces the centre, sits third to the right of A. S sits to the immediate left of P. Only two persons seated at the outer table are facing outward. K who sits on the outer table is closest to L who sits on inner table. L sits in a seat which is third from G's seat when counted in anti-clockwise direction. L faces the opposite direction of A K faces the centre. G sits adjacent to A. M sits in a seat second to the left of L's seat. Q sits in a seat second to the right of the person's seat who faces an empty seat of the inner table. W and M are facing each other and are on different tables and closest to each other. I is an immediate neighbor of M. G and Q face the same direction, sitting in different tables. The immediate neighbors of M face the opposite directions. L and H face same direction. In which seat is M seated with respect to G’s seat?

The number of ways 4 friends can occupy 9 empty chairs in a stage where chairs arranged linearly is _________.Choices:- 3414 3249 3024 3104