If 7 times t7 and 11 times t11 of an ap are equal to t18 is
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4
Answer:
ap = t1,12,13,.... t18
we know that t18 = t + 17d
also it is given that 7(t7 ) = 11 (t11) = t 18
t 7 = t + 6d
t 11 = t + 10d
so, 7( t + 6d ) = 11 ( t + 10d)
7t + 42d = 11t + 110d
7t - 11t = 110d - 42d
-4t = 68d
t = 68d/-4
= -17d
so,
t18 = -17d + 17d
t 18 = 0
Answered by
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t7 = a + 6d
t11 = a + 10d
t18 = a + 17d
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