Sn=3n 5 the value of d is 186730-In an ap sn =3n+5 the value of d is

In An Ap If Sn 3n2 5n And Ak 164 Find The Value Of K

In An Ap If Sn 3n2 5n And Ak 164 Find The Value Of K

 If the sum of n terms of an AP is Sn = 3n^2 5n Write its common difference asked May 14 in class10;A an = 4 * 2n – 3n B an = 3 * 7n – 5*3n C an = 5 * 7n D an = 3!

In an ap sn =3n+5 the value of d is

In an ap sn =3n+5 the value of d is-Answer (1 of 3) tn = 3n5 t1 =3×15=8 t2=3×25=11 t3 = 3×35=14 , thus , a= 8 , d= 11–8=3 , n= , Sn=?Answer (1 of 5) Sn=n^2 — 3n n=1 S1 =1 3=2 n=2 S2 =4 —6= 2 n=3 S3 =99=0 n=4 S4 =1612=4 n=5 S5=25–3×5 =10 n=6 S6 = 36 18=18 t6 = S6S5 =1810=8 Sixth term is 8

The Nth Term Of An Ap Is 3n 5 Find Its Common Difference Youtube

The Nth Term Of An Ap Is 3n 5 Find Its Common Difference Youtube

 Given In an AP, Sn=3n5 then, the value of 'd' is A) 3 B) 5 C) 5 D) 8 Solution→ Sn = 3n 5 so, at n = 1, → S1 = 3*1 5 = 3 5 = 8 at n = 2 → S2 = 3*2 5 = 11 Let first term of given AP is a and common difference is d so, → S1 = a1 = 8 → S2 = a1 a2 → S2 = a1 (a1 d) then, → a1 (a1 d) = 11 → 8 8 d = 11 → 16 d = 11The sum of first n terms of an AP is 5n 2 3n If its mth terms is 168, find the value of mAlso, find the th term of this AP Find an answer to your question an AP, Sn=3n5 then, the value of 'd' is nagbhushankanaje963 nagbhushankanaje963 Math Secondary School answered An AP, Sn=3n5 then, the value of 'd' is 2 See answers Advertisement

0 votes 1 answer If the sum of n terms of an AP is 3n^2 5n and its mth term is 164, find the value of m asked Oct 16 The sum of first n terms of an AP is 5n^2 3n If its m^th term is 168, find the value of m Also, find Sn=3n 2 5n S 1 =a 1 =3(1) 2 5(1)=8 S 2 =3(2) 2 5(2)=22 S 2 =22=a 1 a 2 a 2 =228=14 d=a 2a 1 =148=6 n th term value is 164,then what is n?If the n^{th} term of an AP is 3n1 , then the value of S Snapsolve

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Algebra Exponents and Exponential Functions Geometric Sequences and Exponential Functions 1 Answer Alan P If #a_color(red)(n) = 3color(red)(n) 5# then #a_(color(red)(10)) = 25# Explanation I'm not certain that I have interpreted the question in the way it was intendedSimple and best practice solution for 5n23n=5 equation Check how easy it is, and learn it for the future Our solution is simple, and easy to understand,

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