find 31st term of an ap whose 11th term is 38 and the 16th term is 73
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Answer 178 Tn=a+(n-1)d Tn11=a+10d=38 first equation Tn16=a+15d=73 second equation Subtract eq1 andeq2 +A+10d=38 -A+15d=-73 5d=35 d=35/5 d=7 Put the value of d in equation 1 a+10d=38 a+10×7=38 a+70=38 a=38-70 a=-32 A=-32 ,D=7,N=31 -32+(31-1)×7 -32+(30)×7 -32+210 178 31st term is 178
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