Justify whether it is true to say that the following are the nth terms of an A.P.: (A) 2n - 3 (B) 3n^2 + 5 (C) 1 +n + n^2
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Answer:
A)2n-3
Step-by-step explanation:
an=2n−3
∴a 1 =2(1)−3=2−3=−1
a 2=2(2)−3=4−3=1
a 3=2(3)−3=6−3=3
a 4=2(4)−3=8−3=5
So, d 1=1−(−1)=2,d 2=3−1=2,d 3=5−3=2
As d1=d2=d3 =2, hence a n=2n−3 is the n th term of an A.P.
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