On dividing a number by 999
WebAnswer (1 of 4): The division of two numbers can best be understood as a fraction between two numbers. In this case, the numerator is 99 and the denominator is 999. … Web04. maj 2024. · On dividing a number by 999,the quotient is 366 and the remainder is 103.the number is: 1 See answer Advertisement Advertisement ... remainder are given. Let dividend,divisor,quotient and remainder be m,n,q,r. Applying the division algorithm: m=n*q+r =>m=999*366+103=365737. So,the number is 365737. Advertisement …
On dividing a number by 999
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Web24. jul 2024. · On dividing a number by 899, the remainder is 58. Concept Used: If a number "x" is divided by "p" and we get the remainder as "r" then. The possible smallest number will be (p + r) i.e x = (p + r) Calculation: According to the concept used. The smallest possible number is 899 + 58 = 957. Now, on dividing 957 by 29 we get, 957 = … Web16. nov 2015. · 16 Nov 2015 Number On dividing a number by 999, the quotient is 377 and the remainder is 105. The number is OPtion 1) 476727 2) 364684 3) 476348 4) …
WebOn dividing the same number by 8 , what will be the remainder ? Solve Study Textbooks Guides. Join / Login. Question . On dividing a number by 5 6, we get 2 9 as remainder. On dividing the same number by 8, what will be the remainder ? A. 4. B. 5. C. 6. D. 7. Medium. Open in App. Solution. Verified by Toppr. WebOn dividing a number by 999, the quotient is 377 and the remainder is 105. What is the minimum possible number? 0 votes. 635 views. On dividing a number by 999, the quotient is 377 and the remainder is 105. What is the minimum possible number? number puzzle; posted Nov 16, 2015 by Saif Khanam.
Webdivide a number by all values of column in pandas. df1 have one column (total) with 2 values 5000 and 1000 each with id A & B respectively. df2 have one column (marks) with 10 values where first 5 (100,200,300,400,500) values have id A and next 5 values have id B (10,20,30,40,50). Now I have to get expected output as.
WebAnswer (1 of 9): 1000= pq + 1, where p is the divisor and q is the quotient. So, pq = 1000–1=999 We have to find all the integers which can divide 999 without leaving any remainder in order to know all the numbers which leave a remainder of 1 when 1000 is divided by them.. Such integers are: ...
Web14. jan 2024. · Thus the probability that a number chosen unformly at random in the set { 100, 101, …, 999 } is some multiple of 3 is exactly 1 3 and the probability that it is some multiple of 9 is exactly 1 9. This applies to every set { 9 k + i + 1, 9 k + i + 2, …, 9 ℓ + i } with 0 ⩽ k < ℓ and i ⩾ 0. You can count total no of numbers divisible ... two way prayer oaWebAnswer (1 of 3): In division we will see the relationship between the dividend, divisor, quotient and remainder. The number which we divide is called the dividend. The … tally prime 1 monthWebLet, x be the number that is to be divided by 999. x/999 = 366 (Quotient) Remainder = 103. Therefore, x = 999*366 + 103. x = 365737. Hence, the number is 365737. Definition: … two way ponchos wholesaleWeb14. jul 2014. · I have an ArrayList, which I want to divide into smaller List objects of n size, and perform an operation on each. My current method of doing this is implemented with ArrayList objects in Java. Any pseudocode will do. for (int i = 1; i <= Math.floor((A.size() / n)); i++) { ArrayList temp = subArray(A, ((i * n) - n), (i * n) - 1); // do stuff with temp } private … two way poster frameWebAnswer (1 of 4): The division of two numbers can best be understood as a fraction between two numbers. In this case, the numerator is 99 and the denominator is 999. Both values share a common factor of 9, therefore a 9 can be divided out of both values giving 9(11) and 9(111) respectively. Both n... two way prayer oxford groupWeb04. maj 2024. · On dividing a number by 999,the quotient is 366 and the remainder is 103.the number is: 1 See answer Advertisement Advertisement ... remainder are given. … tally prime 2.0.1 downloadWeb14. jun 2024. · On dividing a number by 999, the quotient is 366 and the remainder is 103. Find the number. "Please give step by step explanation" 1 See answer Advertisement Advertisement neelimaravikumar2010 neelimaravikumar2010 Answer: 365737. Step-by-step explanation: using euclid's division lemma. x=999×366+103. two way prayer