Two statements S1 and S2 are given below followed by a Question:Statem...
S1: There are not more than two figures on any page of a 51 - page book.
This means that there are 0, 1 or 2 figures on each page.
Maximum no. of figures possible 51 x 2 = 102
Minimum no. of figures possible = 51 x 0 = 0
So, S1 alone is not sufficient to know if there are more than 100 figures in that book
S2: There is at least one figure on every page.
Here, the number of pages is not given.
So, S2 alone is not sufficient to know if there are more than 100 figures in that book
If we combine both the statements then we have 51 pages in the book with at least one figure and at most 2 figures on each page.
Maximum no. of figures possible = 51 x 2= 102
Minimum no. of figures possible = 51 x 1 = 51
51 < 100 < 102
Still, we cannot answer if there are more than 100 figures in that book.
Hence, "S1 and S2 together are not sufficient to answer the question" is the correct answer.