Asked by Tolu
The first term and last term of an arithmetic progression are -3 and 145 respectively .if the common difference is 4.(a) find the 12th term (b) find the 25th term.
Answers
Answered by
Reiny
You are told a=-3 and d = 4
so you can find any term using:
term(n) = a + (n-1)d
so term(12) = a + 11d = -3 + 11(4) = ....
find term(25) in the same way.
(the fact that the last term is 145 is not needed.
I will add the question , What term number is 145 ?
so you can find any term using:
term(n) = a + (n-1)d
so term(12) = a + 11d = -3 + 11(4) = ....
find term(25) in the same way.
(the fact that the last term is 145 is not needed.
I will add the question , What term number is 145 ?
Answered by
Deborah
I think to solve this, you will be getting an equation -3+(x-1)4, solve for x and it will be your answer
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