Question

8,67.359 ÷ 627

please tell full method​

Answer 1

Answer:

This is your answer

1.3833476874

Answer 2

Answer:

Given sequence is 7,10,13,...,184

The first term is a=7

The common difference is d=10−7=3

The last term is 184

we know that the n

th

term of the arithmetic progression is given by a+(n−1)d

Therefore, a+(n−1)d=184

⟹7+(n−1)3=184

⟹3n−3=177

⟹3n=180

⟹n=

3

180

=60

Therefore, there are 60 terms in the sequence.

Hence, the 8

th

term from the end is 60−8+1=53

rd

term from the beginning.

Therefore, the 53

rd

term is a+(53−1)d=7+52(3)=163