find the sum of 111terms of an Ap whose 56th term is 5÷37
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T56=5/37 , and S111= ?
S111 = n/2[2a+(n-1)d]
= 111/2[2a+110d]
=111/2 *2[a+55d]
=111/2*2[5/37]
=3*5
=15
S111 = n/2[2a+(n-1)d]
= 111/2[2a+110d]
=111/2 *2[a+55d]
=111/2*2[5/37]
=3*5
=15
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