In an AP, n = 14, d = -6, Sn = 301 find a.
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Answered by
0
here an = a +( n -1)d ..............1
in equation Sn = 14/2( 2a +(n-1)d)
Sn = 7(2a +13*(-6))
301 = 14a - 78
a = (301+ 78)/14
a = 379/14 = 22.23
in equation Sn = 14/2( 2a +(n-1)d)
Sn = 7(2a +13*(-6))
301 = 14a - 78
a = (301+ 78)/14
a = 379/14 = 22.23
Answered by
0
Sn=n/2[2a+(n-1)d]
301=14/2[2a+(14-1)-6]
301=7[2a-78]
301=14a-546
847=14a
a=60.5 ans.
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