the 13 term of an ap is 4 times in 3 term if the 5 term 16 term then the sum of its first term is
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given a13=4a3, a5=16
an=a+(n−1)d
a13=a+12d
a3=a+2d
∴a+12d=4(a+2d)
=> 3a=4d
=> a=4/3d
a5=a+4d
16=4/3d+4d
48=16d=>d=3
a=4
Sn=n[2a+(n−1)d]/2
S10=10[2(4)+(9)(3)] /2
= =5[8+27]
= =5×35=175
Hence the sum of first ten term is 175
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