An infinite G.P. has its first term as x and sum as 5. Then what is the range of x?
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Step-by-step explanation:
S∞ = a/ (1-r), if |r| < 1
= ∞, if |r| ≥ 1
Hence, S∞ = x/(1-r) = 5
Or 1-r = x/5
Hence, r = (5-x)/5 exists only when |r| < 1
Hence, -1 < (5-x)/5 <1
-10 < -x < 0
So this gives 0 < x < 10.
Hope it helps.......
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