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If two consecutive terms in an arithmetic progression are (27) and (35), what is (d)?यदि किसी अंकगणितीय श्रेणी में लगातार पद (27) और (35) हैं तो (d) क्या है?
Answer and explanationउत्तर और व्याख्या
Correct answer:सही उत्तर: \(8\)\(8\)
In an arithmetic progression, the common difference \(d\) equals the later term minus the earlier term. Therefore, \(d=35-27=8\). \(-8\) would result only if the terms were in the order \(35, 27\). Exam tip: For two consecutive terms, subtract the first term from the second term.अंकगणितीय श्रेणी में सार्वांतर \(d\) = बाद वाला पद − पहले वाला पद होता है। अतः \(d=35-27=8\)। \(-8\) तब मिलता यदि पदों का क्रम \(35, 27\) होता। परीक्षा टिप: लगातार दो पद दिए हों, तो दूसरे पद में से पहला पद घटाइए।
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