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The sum of an infinite GP is 6. The Sum of the first two terms is 4.5. What is the first term
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I've done this but my answer is wrong
because my r was root -2
Hmmm, my guess is: \[ a+ar = 4.5\\ 6=\frac{a}{1-r} \]
thats what i got
what is your answer
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First I do:\[ r = 1-\frac{a}{6} \]
then\[ a\left(1+\left(1-\frac a6\right)\right) = 4.5 \]
it's a quadratic equation I guess.
so 9 or 3
sum to infinity is a/1-r => first term and second terms are a,ar a(1+r) = 4.5 - eq1 a/1-r = 6 - eq2 eq1/eq2 1-r2 = 4.5/6 = 3/4 r2 = 1/4 r = 1/2 or -1/2 a(3/2) = 6 a =4 or 12 Hope its Correct...
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Ahahaha.
Isn't That Correct? :\
not a choice for the answers
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