Web29 mrt. 2024 · Example 13 How many terms of the AP : 24, 21, 18, . . . must be taken so that their sum is 78? Given AP 24, 21, 18,………. Here, a = 24 d = 21 – 24 = –3 Also, … WebA system dynamics simulation approach for military supply chain management Pei-Chan Chang12* ,Chin-Yuan Fan2, and Wei-Hsiu Huang2 Department of Information and Management, Yuan Ze
How many terms of the A.P: 24, 21, 18……............ must be taken so ...
Web3. After how many decimal places will the decimal expansion of the number × terminates? OR Given that HCF (336,54) is 6, find LCM (336,54). 4. The diameter of a wheel is 1.54 m. How far will it travel in 200 revolutions? 5. Express 234 as the product of primes. 6. Find the area of a quadrant of a circle with radius 14 cm. (Take =) 7. Web5 mrt. 2007 · Barack Obama. @BarackObama. ·. Mar 5. Judy Heumann dedicated her life to the fight for civil rights—starting as a young organizer at Camp Jened and later helping lead the disability rights movement. Michelle and I were fortunate to work with Judy over the years, and are thinking of her family and friends. ALT. philips norelco shaver heads series 8000
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Webn = the term number till which you want to find the sum Number of terms = 60 Therefore , Sum of first 60 terms of the AP is 250 Additional Information : - Formula to find the nth term of the arithmetic progession is ; The simplified formula to find the sum of the nth term ( when last term is given ) is ; Note :- Web29 jun. 2024 · Expert Answer In this AP, we are given a = 17, d = -2, Sn = 72 and we have to find n Sum of first n terms = n/2 [2a+ (n-1)d] Sum is given as 72 72 = n/2 [2 x 17 + (n - 1) (-2)] 144 = n [34-2n+2] 144 = n [36-2n] 72 = n (18 - n) n2 - 18n + 72 = 0 n2 - 12n - 6n + 72 = 0 n (n - 12) - 6 (n - 12) = 0 (n - 12) (n - 6) = 0 => n = 6, 12 WebA_manual_of_occultismd 8¹d 8¹BOOKMOBI c² à ˆ ' D X %e *i 2C :ï C) Hî P² XÔ a/ j rÜ { ƒ5"‹Â$“ &›…(¤c* ,µß.¾¨0Æú2Ï—4Ø-6àQ8èß:ñ¢ú > ²@ öB D ªF $ H ,ÁJ 5•L > N FùP OŽR VT ^ÊV g~X phZ xù\ è^ Š[` ’ªb š¡d ¢Ëf «@h ³¶j »íl Än ͨp Öãr ß³t è¹v ñLx ú.z î~ € V‚ "û„ +«† 4…ˆ ƒ Gì Q ZW c l7 uG ... trv0301w