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Given that 674pq0 is divisible by 3 and 11 For this question we will use divisibility rule 3 divisibility rule = sum of digits should be divisible by 3. 11 divisibility rule = sum of even places - sum of odd places = 0 ,11,22,33...... Here we have , 674pq0 According to divisibility rule of 3 => 6+7+4+p+q+0 = 17+p+q => it should be multiple of 3 So, the possible value of p+q = 1 , 4 , 7, 10, 13..... Now you can see the option or you can apply 11 rule as well. Then from the option only option 2 and 3 are satisfying the condition that sum should be 1,4,7..... but option 2 is not satisfying the divisibility rule of 11 . So option 2 can not be the answer of this question . Option 3 which is p = 5 and q =2 is satisfying both the rules of 3 and 11.
The Directive Principles of State Policy in the Indian Constitution were inspired by the Constitution of which country?
Which Act ended the monopoly of the East India Company in India under British rule?
Which of the following articles of the Indian Constitution pertains to the "High Courts for States"?
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The concept of ‘Directive Principles of State Policy’ in the Indian Constitution is borrowed from which country’s constitution.
Which schedule of the Indian Constitution contains the forms of oath and affirmation?
From which country was the concept of Fundamental Duties in the Indian Constitution borrowed?
The 'Fundamental Duties' of citizens are enshrined in which part of the Indian Constitution?
