following sequence are Arithmetic progression ? if they are Arithmetic progression find the common difference . 0.3 , 0.33, .0333,..
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The given sequence is 0.3 0.33 0.333
therefore t1 =0.3 t2 = 0.33 t3= 0.333
t2-t1= 0.33 - 0.3 =0.03
therefore t3 -t2 = 0.333-0.33= 0.003
therefore t2-t1 is not equal to t3-t2
therefore the difference between two consecutive terms is not constant
therefore the given sequence is not an A.P
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