If 3rd term of gp is 4
Web6 feb. 2014 · 6 answers for AP: term1 = a term3 = a+2d term9 = a+8d but term7 = 19 = a+6d so a = 19-6d so re-defining: term1 = 19-6d term3 = 19-6d+2d = 19-4d term9 = 19-6d + 8d = 19+2d these 3 are supposed to be a GP, so (19-4d)/ (19-6d)= (19+2d)/ (19-4d) 361 - 152d + 16d^2 = 361 -76d - 12d^2 28d^2 - 76d = 0 d (28d - 76) = 0 d = 0 or d = 76/28 = 19/7 Web29 jan. 2024 · Problem Answer: The sum of a geometric progression if there are 4 geometric means between 3 and 729 is S = 1,092. View Solution:
If 3rd term of gp is 4
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Web24 okt. 2015 · The first and third term of a Gp are 5 and 80 respectively.what is the 4th term? asked by Amarachi October 24, 2015 12 answers in a GP a = 5 term (3) = ar^2 = 5r^2 = 80 r^2 = 16 r = ± 4 if r = +4 , term (4) = ar^3 = 5 (4^3) = 320 if r = -4 , term (4) = ar^3 = 4 (-4)^3 = -320 check: if a = 5, r = 4 first 5 terms are: 5, 20, 80, 320, 1280 Web19 nov. 2024 · Find the nth term of it and round it off up to 3 decimal places. we have to complete the following function: char* nthTerm (double input1, double input2, int input3) { //your code here } input1 = 2nd term and input2 = 3rd term and both are between -2 to 2. input3 = nth term to find and can be up to 100.
Web26 apr. 2024 · if fifth term is nine times the third term in a GP and second term of progression is 6. find the GP. Asked by suneelmsc 26 Apr, 2024, 07:15: PM Expert Answer Given: a 5 = 9a 3 . ar 4 = 9ar 2 . r 2 = 9. r = 3. Since the second term is …
WebIf the third term of a GP is 4 then the product of its If the third term of a G.P. is 4 then the product of its first 5 terms is A. 43 B. 44 C. 45 D. None of these Please scroll down to see the correct answer and solution guide. Right Answer is: C SOLUTION Given that ar2 = 4 Then product of first 5 terms WebNorth Reservoir Medical Centre in RESERVOIR, VIC 3073 offers the following services - GP (General practice), Moderna Bivalent BA-4.5 booster 12 years +, Pfizer Bivalent BA.4-5 booster 12 years +, Pfizer Bivalent BA.1 booster 18 years +, Pfizer Bivalent BA.1 booster 18 years +, Moderna 6 months to 5 years
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Web14 mrt. 2014 · A G.P has 6 terms. If the 3rd and 4th term are 28 and -56 respectively find common ratio, first term and the sum of the G.P. asked by princewill favour March 14, 2014 6 answers from the given: term (3) = ar^2 = 28 term (4) = ar^3 = -56 so ar^3/ (ar^2) = -56/28 r = -2 then in ar^2 = 28 a (4) = 28 a = 7 sum (6) = a (r^6 - 1)/ (r-1) google renfe horariosWeb20 nov. 2024 · If we have n = 4 then the output will be 16. So, we can say that Geometric Progression for nth term will be like − GP1 = a1 GP2 = a1 * r^ (2-1) GP3 = a1 * r^ (3-1) . . . GPn = a1 * r^ (n-1) So the formula will be GP = a * r^ (n-1). Example google remove url toolWeb23 dec. 2024 · The third term of a gp is 4. Find the product of its first five terms See answers Advertisement dashtapas934 Let a be the first term of the gp and r be the … google rename document right click menuWeb7 sep. 2024 · The 3rd and the 8th term of a G. P. are 4 and 128 respectively. Find the G. P. Advertisement anuragkumar53651 is waiting for your help. Add your answer and earn points. Expert-Verified Answer 7 people found it helpful sonuvuce Answer: Step-by-step explanation: Let the first term of the GP be and common ratio be Then the GP will be … google rental car searchWebFind the sum of the first 6 terms of a GP whose first term is 2 and the common difference is 4. Solution: Given, First term = a = 2, Common ratio = r = 4 and n = 6 As we know, the sum of first n terms of GP when r > 1 S n = a ( r n − 1) ( r − 1) Substituting the values, S 6 = 2 ( 4 6 − 1) ( 4 − 1) = (2/3) × (4096 – 1) = (2/3) × 4095 = 2 × 1365 chicken club sandwich potbellyWeb5 apr. 2024 · According to the question, the third term of the G.P. is 4. Let a and r be the first term and common ratio of the G.P. Then the G.P. is: ⇒ a, a r, a r 2, a r 3,.... We … chicken club pizza hutWeb28 dec. 2024 · Best answer Let the first term and common ratio of the given G.P. be a and r respectively. T10 = ar9 = 9 ... (i) T4 = ar3 = 4 ..... (ii) T 10 T 4 T 10 T 4 = ar9 ar3 a r 9 a r 3 = 9 4 9 4 r6 = 9 4 9 4 ⇒ (r3)2 = 9 4 9 4 ⇒ r3 = 3 2 3 2 From (i), ar9 = 9 ⇒ a (r3)3 = 9 ∴ Substituting the value of r3 from (iii), we get google rental cars lowest price