Sum of three number in AP is -3 and product is 8 find number
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Answer:
Numbers are 2,-1,-4 or -4,-1,2
Step-by-step explanation:
Let the numbers be (a-d), (a), and (a+d)
a => 1st term
d => Common difference
a - d + a + a + d
= 3a
3a = -3
thus a = -1
Now,
(-1 -d)(-1)(-1 + d)
= d^2 -1
= 8
d^2 = 8 + 1
d^2 = 9
Thus d = +-3
Therefore, numbers are 2,-1,-4 or -4,-1,2
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