HELP ASAPPP!!!
Welcome back!
thank you!!!
so i have attached the question above
Ok I saw it
What you picked?
can anyone help me solve this?
The general term for the nth term of an arithmetic progression is: \[a_n = a+(n-1)d\] You should be able to narrow down your choices already. Look at what information you get get from knowing a_16 and a_17 to put more numbers into the formula above.
I think its C but I also believe Im wrong... do you know?
@3mar
hello?
Yes
what do you think it should be?
what is the common difference (d) between the terms a_16 and a_17? What do you have to do to go from one to the next?
@3mar can you help? do you know the answer or no?
I think it is D Try it to be sure I am sure
What did you subtract or add to get a17 from a16?
I did what I was supposed to do and I need to be 100% sure if it is D or not... can you work through it maybe to sho me/ help?
Yes of course
a16=21 a17=-1 what is the difference?
You should be able to eliminate two incorrect answers immediately by looking at the possible answers and the equation: \[a_n=a+(n−1)d\] The second stage is to work out the common difference: \[a_{16} - a_{17} =\; ?\] What is the common difference?
\[a_{17}-a_{16}=22\] and n stands for the nth order of the number in the sequence So D satisfies for a16 and a17
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