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If 5, b, c, 14 are the consecutive terms of an A.P., then b+c= |
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Answer» ong>Given: 5, b, c, 14 are the CONSECUTIVE TERMS of an A.P To FIND: The VALUE of b + c. Solution: From given, we have, 5, b, c, 14 are the consecutive terms of an A.P The common difference in the case of A.P is given as follows: n2 - n1 = d = n4 - n3 So, we have, b - 5 = 14 - c Rearrange the terms to find the sum of b + c. So, we get b + c = 14 + 5 b + c = 19 Therefore the value of b + c = 19 |
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