The recursive formula for an arithmetic sequence is an = an-1 + d. If the common difference is -13 and a3 = 4, what is the value of a4? A. 9 B. -9 C. -17 D. 17
how did you go from slope to this? o.O
This is all my second semester work that i have to finish in like 3 days... xD i got an extension on it I just need help finishing stuff.
why is this stuff hard?
not hard just more andvanced is like jumping from kinderganrden to 3rd grade
lol ok
can u help me?
hold on lol I'm looking at a tutorial (I don't remember this that well this is from the beginnings of pre-algebra and I'm in algebra 2)
i dont really know much about this just want to get through it and on to the next thing
i know but I don't remember how to do this how can I give you the answer? lol just ask something else and then come back to this maybe by that time I'll have the answer
i can't move farther until that questions done
OMG lol I drowned in a cup of water with this question XD http://www.regentsprep.org/regents/math/algtrig/atp2/arithseq.htm according to that website all you had to do is add 4+-13=-9
Thanks for the help!! :)
np was it right?
yes wanna help me with the next one?
sure
Which of the following is the graph of an arithmetic sequence whose first term is 0 and whose common difference is 0.5?
just tag me
ok
Denver, the capital of Colorado, famously has an altitude of one mile above sea level. The state capitol building has a long concrete stairway going up to it from the street, and one of the steps is marked as being exactly one mile above sea level. This is shown in the photograph below. One mile = 63,360 inches, and the risers of the steps of the capitol building are 6 inches high. Barry is visiting the capitol, and as he climbs up from the one-mile step, his altitude above sea level, in inches, is given by the following sequence: 63,360, 63,366, 63,372, 63,378, 63,384, ... What is Barry's altitude above sea level, in inches, when he is standing on the 55th step above the one-mile step (counting the one-mile step itself as step #1)? A. 63,702 B. 63,696 C. 63,684 D. 63,690
@Daniellelovee
ugh so many words -.-'
Hn = H1 +8(n - 1) Use that formula and replace
ok hold on
ok
do you know how to replace the numbers into the formula?
@Tallan
back and not really no
lol is ok I'll do (lol you always me write the formula) H(55) = 63360 + 8(54)
now just solve
63792 is what I got.
you are correct
but thats none of the answers?
then give me options lol
A. 63,702 B. 63,696 C. 63,684 D. 63,690
alright hold on let me check
ok
ok sorry try by changing 8 to 6
C
yeah that is what I think
it was right. :D
great :)
any more questions?
nope not at the moment.
alright
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