In a certain ap 5 times the 5th term
WebExample 7.4: The common difference of an AP is 5 and 10th term is 43. Find its first term. Solution: We have: t 10 = a + (10 1) d So, 43 = a + 9 × 5 [Since d = 5] or 43 = a + 45 Hence, a = 2 Therefore, first term is 2. Example 7.5: The first term of an AP is 2 and 11th term is 18. Find its 15th term. WebMar 8, 2010 · 5 times of the 5th term of an AP is equal to 12 times of its 12th term.Find sum of 17th terms. ... Let a be I term and d be the common difference. 5(a+4d ) = 12(a+11d) =5a+20d =12a+132 d. 7a = -112 d. a =-16d. 17 term = a+16d =0. Answered by 08 Mar, 2010, 02:26: PM Practice Test Webinar Pre Board Assessment. All Questions Ask a Doubt.
In a certain ap 5 times the 5th term
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WebOct 31, 2012 · If 5 times the 5th term of an AP is equal to 8 times its 8th term, show that the 13th term is zero. Share with your friends 5 Follow 6 Aakash Sharma, Meritnation Expert added an answer, on 1/11/12 Let a and d be the first term and common difference of A.P. Given, 5 a 5 = 8 a 8 5 ( a + 4 d) = 8 ( a + 7 d) ( an = a + ( n – 1) d) WebIn a certain AP, 5 times the 5th term is equal to 8 times the 8th term, its 13th term is
WebJul 28, 2024 · in a certain AP 5 times the 5th term is equal to 8 times the 8th term then its 30th term is equals to Advertisement preetsandhu36 is waiting for your help. Add your … WebIn a certain AP, 5 times the 5th term is equal to 8 times the 8th term, its 13th term is
Web26 Apr 2013 AP If five times the fifth term of an AP is equal to 8 times the 8th term, value of 13th term is... OPtion 1) -2 2) -1 3) 0 4) 2 5) 5 6) 10 7) 12 8) 15 9) 17 10) None of these … WebMar 22, 2024 · We know that an = a + (n – 1)d Given that 7 times the 7th term is equal to 5 times its 5th term 7 × a7 = 5 × a5 7 × (a + (7 – 1)d) = 5 × (a + (5 – 1)d) 7 × (a + 6d) = 5 × (a + 4d) 7a + 42d = 5a + 20d 7a – 5a = 20d – 42d 2a = −22d a = (−22𝑑)/2 a = –11d Now, we need to find the 12th term a12 = a + (12 – 1)d = a + 11d Putting a = –11d = –11d + 11d = …
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Webt5 (fifth term of A.P)=a2 (second term of G.P) i.e ar=t+4d a=t=8 So, 8r=8+4d 2r=2+d after dividing both sides by 4 This is the equation which is the relation between ratio and the common difference. Let this be eq1. Third step. a3=t8 as per the given information i.e ar.r=t+7d where a=t=8 So, 8r.r=8+7d as r=2+d/2 as per the eq1 we get 8r.2+d/2=8+7d on the ballot consultingWebMay 2, 2024 · To find: 8th term Solution: Step 1: Simplify eq.1 by using the formula , nth term , : Step 2: Simplify eq.2 by using the formula , nth term , : Step 3: Multiply eq. (3) by 2 and (4) by 5 and find a: Step 4: Substitute this value of a in eq. (5) we get Step 5: Find the 8th term by using the formula , nth term ,: Hence the 8th term is 33. on the ball magazineWeb23 hours ago · Denver — a No. 1 seed, a team that moved into first in the West a few days before Christmas and stayed there the rest of the way — has a two-time (and possibly soon-to-be three-time) MVP in ... on the ball ladies tourWebMay 19, 2024 · In a certain AP, 5 times the 5th term is equal to 8 times the 8th term, then its 13th term is equal to Advertisement Answer 11 people found it helpful vivekgarg9775 … on the ball imageWebMar 1, 2013 · The n’th term of an AP is a + (n − 1)d. The 5th term is: a + 4d. The 9th term is: a + 8d. 9th term is five times 5th term. so, a + 8d = 5 (a+4d) a + 8d = 5a + 20d. 4a = -12d. a … on the ballot ncWebDec 28, 2024 · All you have to do is to add the first and last term of the sequence and multiply that sum by the number of pairs (i.e., by n/2). Mathematically, this is written as: S = n/2 × (a₁ + a) Substituting the arithmetic sequence equation for nᵗʰ term: S = n/2 × [a₁ + a₁ + (n-1)d] After simplification: S = n/2 × [2a₁ + (n-1)d] on the ballot in michiganWebJun 12, 2024 · Best answer Let the first term of AP is a and common difference of AP is d. Therefore, the fifth term of given AP is a5 = a + 4d And the eight term of AP is a8 = a + 7d. Given that 5 times the fifth term of AP is equal to 8 times its eight term. Hence, 13th term of given AP is 0. ← Prev Question Next Question → Find MCQs & Mock Test on the ballot near me