कोणती कसोटी दर्शवते की एखादी संख्या 3 ने विभाज्य आहे?
Aअंकांची बेरीज 3 ने विभाज्य असणे
Bशेवटचा अंक सम असणे
Cशेवटचा अंक 3 असणे
Dशेवटच्या दोन अंकांची बेरीज 3 असणे
Answer & Solution
Correct answer: A. अंकांची बेरीज 3 ने विभाज्य असणे
10 ला 3 ने भागल्यास 1 बाकी उरते, त्यामुळे एखादी संख्या आणि तिच्या अंकांची बेरीज यांना 3 ने भागल्यास समान बाकी उरते.
Keep practising Number System
Browse all Number System questions for RRB NTPC, or explore more Quantitative Aptitude topics.
Related questions
For rational numbers a/b and c/d with strictly positive denominators, a/b < c/d holds precThe fundamental theorem of arithmetic guarantees that prime factorization of an integer isIf the 7-digit number 5432y71 is divisible by 9, what is the single-digit value of y?Under the ancient rules formulated by Brahmagupta, subtracting zero from a fortune resultsWhich celebrated 6-digit recurring sequence forms the cyclic repeating block in decimal 1/In number theory, what specific technical name is given to the property of being a prime nWhen does long division of a rational fraction terminate?How many rational numbers lie between any two rational points?