Monday, 9 February 2015

EXERCISE: MARK AGAINST THE CORRECT ANSWER IN EACH OF THE FOLLOWING: IN 101 TO 110.

101.  On    multiplying a number by 7, the product is a number each of whose digits is 3. the smallest such number is:   a)      47619
b)      47719
c)       48619
d)      47649
102. The difference of the squares of two consecutive even integers is divisible by which of the following integers?
a)      3
b)      4
c)       6
d)      7
 103. The difference of the squares of two consecutive odd integers is divisible by which of   the following integers?
a)      3
b)      6
c)       7
d)      8
 104. If n is a natural number, then (6n² + 6ṇ) is always divisible by:
a)      6 only
b)      6 and 12 both
c)       12 only
d)      By 18 only
105.N is a whole number which when divided by 4 given 3 as remainder. what will be the remainder when 2n is divided by 4?
a)      3
b)      2
c)       1
d)      0
105.What will be the remainder when (67⁶⁷+67) is divided by 68?
a)      17
b)      16
c)       1
d)      2
106.Which of the following numbers will completely divide (49⁶⁷  - 1)
a)      8
b)      14
c)       48
d)      50
108  . (Xᶯ - aᶯ) is completely divisible by (X-a), when
a)      N is any natural number
b)      N is an even natural number
c)       N is an odd natural number
d)      N is prime
109.What will be the remainder when 17²⁰⁰is divided by 18?
a)      17
b)      16
c)       1
d)      2
110.Which one of the following is the common factor of (47⁴³ + 43⁴³) and (47⁴⁷ + 43⁴⁷)?
a)      (47- 43)
b)      (47 + 43)
c)       (47⁴³ + 43⁴³)
d)      None of these
                         ANSWERS:

                                                         101.(A)
                                                         102.(B) 
                                                         103.(D)
                                                         104.(B) 
                                                         105.(B) 
                                                         106.(C) 
                                                         107.(A)
                                                        108.(B)
                                                        109(C). 
                                                        110.(B) 

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