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D.  Assertion and Reasoning based question.
                      Assertion(A): The same as the break statement, continue can also be used in a nested loop.
                      Reason(R): However, the continue statement does not work the opposite of the break statement.
                      (a)   Both Assertion (A) and Reason (R) are true and Reason (R) is a correct explanation of Assertion (A).
                      (b)  Both Assertion (A) and Reason (R) are true and Reason (R) is not a correct explanation of Assertion (A).
                      (c)   Assertion (A) is true and Reason (R) is false.
                      (d)  Assertion (A) is false and Reason (R) is true.
                                                                                      21 st   #Problem Solving & Logical Reasoning
                  E.  More unsolved programs                                        Century   #Interdisciplinary
                                                                                     Skills
                     1.   Write a program to input n numbers and print all the prime numbers.
                     2.   Write a program to print all the Armstrong Numbers between 200 to 1000.
                         [Armstrong number is a number that is equal to the sum of cubes of its digits. For example, 0, 1, 153, 370, 371 and
                         407 are the Armstrong numbers.]
                     3.   Write a program to print all the palindromic numbers between m and n (m<n).   i  j  i+j
                         [A palindromic number is a number whose reverse of the digits is equal to the
                         number.                                                                 1  2  3
                                                                                                     1  2
                         Ex. 121, 454, 66, etc.]                                                 2  2  4
                     4.   Write a program to “n” numbers and print the sum of all the Niven Numbers.     1  3
                         [A Niven number is an integer number divisible by the sum of its digit. For example,   3  2  5
                         111 as 111 is divisible by 3 (sum of the digits).]                          1  4
                     5.   Write a program to print the sum of the following series:
                          s= 1/2! + 2/4! + 3/4! +…… 10/20!
                     6.   Write a program to print the following series:
                         s = 1+ (1+3) + (1+3+5) +……+(1+3+5+…. + nth term)
                     7.   Write a program to print the following patterns.
                         a.   1             b.  1111               c.  10 9 87            d.  1
                             2 3               222                    6 5 4                  2 1
                             4 5 6             33                     3 2                    3 2 1
                             7 8 9 10          4                      1                      4 3 2 1
                        e.   1              f.  11111              g.  xxxx               h.   A
                             2 2               11111                  xxx                    B C
                              3 3 3            11111                  xx                     D E F
                               4 4 4 4               11111            x                      G H I J
                             5 5 5 5 5         11111























                   264    Touchpad Computer Applications-IX
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