Prove that tm+tn + tm-n = 2tm Where m=n
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Answer:
Formula,
tn = a+(n−1)dt m+n
=a+[(m+n)−1]dt m−n
=a+[(m−n)−1]dt m+n −t m−n
=a+[(m+n)−1]d−a−[(m−n)−1]d
=2a+2md−2d
=2[a+(m−1)d]
=2tm
Step-by-step explanation:
Hence proved.
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