Page 314 - Start Up Mathematics_8 (Non CCE)
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solve Mentally
                    True or False
                      1.  If a number is divisible by 2, then it must be divisible by 4.
                      2.  The least value of (x + y) if 4xy7 is exactly divisible by 3 is 1.
                      3.  The sum of a 2-digit number and its reversing number is always a multiple of 9.
                      4.  If x5y4z is exactly divisible by 9, then the least value of x + y + z is 6.
                      5.  If a number exactly divides the sum of two numbers, it must exactly divide the numbers separately.

                    Answer in One Word or a Line
                      1.  For a 3-digit number abc, what will be the quotient if abc – cba is divided by 11?
                      2.  When is a 3-digit number abc divisible by 6?
                      3.  Explain whether 95 is divisible by 3 or not.
                      4.  Which of these—675, 931, 429, 283 and 720 is/are divisible by 9?


                    let’s evaluate
                      1.  If 61x52 is a multiple of 9, where x is a digit, then what is the value of x?
                      2.  If 7y4 is a multiple of 4, where y is a digit, then what is the value of y?
                      3.  Find X in the addition.
                                                    3 8 X
                                                  + 4 X 2
                                                    8 3 7


                                                          Thinking Skills


                                                                                                          5C
                      1.  In the following problem, replace the letters of English alphabet by
                                                                                                          4AB
                        digits (two or more letters may have the same value) to complete the            9 –DE
                        procedure of division.                                                             3F
                                                                                                          –GH
                                                                                                             0

                      2.  In the 4 × 5 array given alongside, place the numbers from 1 to 20 (without
                        repetition) so that a sequence (chain of numbers) is obtained from 1 to 20. You   7      10
                        can move to the adjacent cell to the left, right, up or down but not diagonally.
                        The positions of the numbers that already exist are fixed.
                                                                                                          2          17

                      3.  Fill in the circle with the correct digits.


                                                  2               5
                                                  ¥    4    3     9



                                                       4    5     X
                                 1     0          6    0    X     X

                                            4          9    8



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