Maths-
General
Easy
Question
If and are in A.P. then is equal to
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- None of these
The correct answer is: None of these
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is a right-angled triangle in which and . If points on is divided in equals parts and are line segments parallel to and are on , then the sum of the lengths of is
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Consider an infinite geometric series with first term and common ratio . If its sum is 4 and the second term is 3/4, then
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is equal to
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If and are in G.P., then the equations and have a common root if are in
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Coefficients of in is equal to
Coefficients of in is equal to
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If and are in A.P., and are in H.P. and , and are in G.P., then is equal to
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If the sum of terms of an A.P. is the same as the sum of its terms, then the sum of its terms is
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The sum of 20 terms of a series of which every even term is 2 times the term before it, and every odd term is 3 times the term before it, the first term being unity is
The sum of 20 terms of a series of which every even term is 2 times the term before it, and every odd term is 3 times the term before it, the first term being unity is
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The sum of the series up to terms is
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If three positive real numbers are in A.P., such that , then the minimum value of is
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In an A.P. of which is the first term, if the sum of the first terms is zero, then the sum of the next terms is
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If and are and terms respectively of an A.P. and also of a G.P., then is equal to
If and are and terms respectively of an A.P. and also of a G.P., then is equal to
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If the sum of the first terms of the A.P. 2, 5, 8, …, is equal to the sum of the first terms of A.P. 57, 59, 61, …, then equals
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