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m nt gttng u mand)Compare this sequence with above pattern of R,you will see every value of R is 3 times that of this patter e.g 3 in R 1 in this pattern so multiply it be 3 to get 3/2 (n(n+1)
e)Put 15 in the above sequence and evaluate.
f)1/2 (N+1)(N+2) I kinda remember this pattern from Past papers.You can also compare and deduce these complex patterns,notice that in D each value is one number ahead of the above pattern given e.g 1,3,6,10 in given pattern and 3,6,10,15 in D so we will add (n+1)(since each number is of the next n) to the equation.
a part mei 3 times kaha hai.. diff ratio hai har bar
B part mei 15 put krk 120 ans ara ms mein 360 hai
Part f tu sir se guzr